From 7ce8a4a03ce33a79941fbf99abdef55ee3af1ff2 Mon Sep 17 00:00:00 2001 From: RameshSuthar Date: Sat, 5 Oct 2019 12:14:51 +0530 Subject: [PATCH 01/53] Added the most recommended machine learning course. --- machine learning basics/Readme.md | 2 ++ 1 file changed, 2 insertions(+) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index 871eccc..57dd2b9 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -3,3 +3,5 @@ # Contribututors - georgioupanayiotis - Manavpreet Singh (https://github.com/ManavpreetSingh) +- Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) +- Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) From 621a3621af1c262772e82b7a5589b3ceef9dc127 Mon Sep 17 00:00:00 2001 From: RameshSuthar Date: Sat, 5 Oct 2019 12:14:51 +0530 Subject: [PATCH 02/53] Added the most recommended machine learning course. --- machine learning basics/Readme.md | 2 ++ 1 file changed, 2 insertions(+) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index 871eccc..57dd2b9 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -3,3 +3,5 @@ # Contribututors - georgioupanayiotis - Manavpreet Singh (https://github.com/ManavpreetSingh) +- Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) +- Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) From 9c1218ce180d162cadd05f115d2ba4bda38618d9 Mon Sep 17 00:00:00 2001 From: Ritika Agarwal Date: Sat, 5 Oct 2019 15:45:15 +0530 Subject: [PATCH 03/53] Added a python tutorial a youtube tutorial on python3 by sentdex --- python basics/Readme.md | 1 + 1 file changed, 1 insertion(+) diff --git a/python basics/Readme.md b/python basics/Readme.md index 5f500f4..81fdccb 100644 --- a/python basics/Readme.md +++ b/python basics/Readme.md @@ -23,6 +23,7 @@ Python Fundamentals - [Python by freeCodeCamp](https://www.youtube.com/watch?v=rfscVS0vtbw) - [Python for Everybody](https://www.youtube.com/watch?v=8DvywoWv6fI ) - [Python Tutorials by Corey Schafer](https://www.youtube.com/watch?v=YYXdXT2l-Gg&list=PL-osiE80TeTt2d9bfVyTiXJA-UTHn6WwU) +- [Learning to program with Python 3 by sentdex](https://www.youtube.com/watch?v=eXBD2bB9-RA&list=PLQVvvaa0QuDeAams7fkdcwOGBpGdHpXln) - [ ] Feel free to add more resources under this section. It can be link to any youtube channel or ant e-learning app or website. From ac9b0c6efa51c26c6b6fadcf0c5183b7d417bc7f Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 15:38:39 +0530 Subject: [PATCH 04/53] Contrib update --- machine learning basics/Readme.md | 1 + 1 file changed, 1 insertion(+) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index 57dd2b9..bbc3447 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -5,3 +5,4 @@ - Manavpreet Singh (https://github.com/ManavpreetSingh) - Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) - Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) +- Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) From 6a23f4bd84ea590d50e43c6f8931d02761abf27c Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 15:40:22 +0530 Subject: [PATCH 05/53] Updating Data Exploration using Pandas --- .../Data Exploration using Pandas.ipynb | 1790 +++++++++++++++++ 1 file changed, 1790 insertions(+) create mode 100644 machine learning basics/Data Exploration using Pandas.ipynb diff --git a/machine learning basics/Data Exploration using Pandas.ipynb b/machine learning basics/Data Exploration using Pandas.ipynb new file mode 100644 index 0000000..3af771f --- /dev/null +++ b/machine learning basics/Data Exploration using Pandas.ipynb @@ -0,0 +1,1790 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Learn Data Exploration using Pandas Library in Python" + ] + }, + { + "cell_type": "code", + "execution_count": 202, + "metadata": {}, + "outputs": [], + "source": [ + "#Importing required libraries \n", + "import pandas as pd\n", + "import os\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "#Download the dataset from https://www.kaggle.com/uciml/pima-indians-diabetes-database/download\n", + "os.chdir('Downloads')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'/Users/lakshmikanth/Downloads'" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "os.getcwd()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#Read Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 192, + "metadata": {}, + "outputs": [], + "source": [ + "#read dataset, reading csv files using pandas\n", + "data = pd.read_csv('diabetes.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#Getting Preview of Data" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Outcome0.2218980.4665810.0650680.0747520.1305480.2926950.1738440.2383561.000000
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" + ], + "text/plain": [ + " Pregnancies Glucose BloodPressure SkinThickness \\\n", + "Pregnancies 1.000000 0.129459 0.141282 -0.081672 \n", + "Glucose 0.129459 1.000000 0.152590 0.057328 \n", + "BloodPressure 0.141282 0.152590 1.000000 0.207371 \n", + "SkinThickness -0.081672 0.057328 0.207371 1.000000 \n", + "InsulinValue -0.073535 0.331357 0.088933 0.436783 \n", + "BMI 0.017683 0.221071 0.281805 0.392573 \n", + "DiabetesPedigreeFunction -0.033523 0.137337 0.041265 0.183928 \n", + "Age 0.544341 0.263514 0.239528 -0.113970 \n", + "Outcome 0.221898 0.466581 0.065068 0.074752 \n", + "\n", + " InsulinValue BMI DiabetesPedigreeFunction \\\n", + "Pregnancies -0.073535 0.017683 -0.033523 \n", + "Glucose 0.331357 0.221071 0.137337 \n", + "BloodPressure 0.088933 0.281805 0.041265 \n", + "SkinThickness 0.436783 0.392573 0.183928 \n", + "InsulinValue 1.000000 0.197859 0.185071 \n", + "BMI 0.197859 1.000000 0.140647 \n", + "DiabetesPedigreeFunction 0.185071 0.140647 1.000000 \n", + "Age -0.042163 0.036242 0.033561 \n", + "Outcome 0.130548 0.292695 0.173844 \n", + "\n", + " Age Outcome \n", + "Pregnancies 0.544341 0.221898 \n", + "Glucose 0.263514 0.466581 \n", + "BloodPressure 0.239528 0.065068 \n", + "SkinThickness -0.113970 0.074752 \n", + "InsulinValue -0.042163 0.130548 \n", + "BMI 0.036242 0.292695 \n", + "DiabetesPedigreeFunction 0.033561 0.173844 \n", + "Age 1.000000 0.238356 \n", + "Outcome 0.238356 1.000000 " + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.corr()" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ]],\n", + " dtype=object)" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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PregnanciesGlucoseBloodPressureSkinThicknessInsulinValueBMIDiabetesPedigreeFunctionAgeOutcome
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Glucose0.1310.150.0570.330.220.140.260.47
BloodPressure0.140.1510.210.0890.280.0410.240.065
SkinThickness-0.0820.0570.2110.440.390.18-0.110.075
InsulinValue-0.0740.330.0890.4410.20.19-0.0420.13
BMI0.0180.220.280.390.210.140.0360.29
DiabetesPedigreeFunction-0.0340.140.0410.180.190.1410.0340.17
Age0.540.260.24-0.11-0.0420.0360.03410.24
Outcome0.220.470.0650.0750.130.290.170.241
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cor_mat = data.corr()\n", + "cor_mat.style.background_gradient(cmap='coolwarm').set_precision(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [], + "source": [ + "#separating diabetic/ healthy data\n", + "diabetes = data[data.Outcome != 0]\n", + "healthy = data[data.Outcome ==1]" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 500\n", + "1 268\n", + "Name: Outcome, dtype: int64" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.Outcome.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [], + "source": [ + "die_data = data.Outcome.value_counts().values.tolist()\n", + "die_data_labels = ['Diabetes','Healthy']" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "([,\n", + " ],\n", + " [Text(-0.5025943242672991, 0.9784676515931925, 'Diabetes'),\n", + " Text(0.5025944158780503, -0.9784676045369114, 'Healthy')],\n", + " [Text(-0.27414235869125403, 0.5337096281417413, '65%'),\n", + " Text(0.2741424086607547, -0.5337096024746789, '35%')])" + ] + }, + "execution_count": 89, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ], + "text/plain": [ + " null_percent\n", + "Pregnancies 0.00\n", + "Glucose 0.65\n", + "BloodPressure 4.56\n", + "SkinThickness 29.56\n", + "InsulinValue 48.70\n", + "BMI 1.43\n", + "DiabetesPedigreeFunction 0.00\n", + "Age 0.00\n", + "Outcome 0.00" + ] + }, + "execution_count": 157, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "percentage_null = pd.DataFrame((len(data['Outcome']) - (len(data['Outcome']) - data.isnull().sum()))/len(data['Outcome'])*100, columns = ['null_percent'])\n", + "percentage_null = percentage_null.round(2)\n", + "percentage_null" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 159, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data.boxplot(figsize=(20,15),rot=45, fontsize=15)" + ] + }, + { + "cell_type": "code", + "execution_count": 196, + "metadata": {}, + "outputs": [], + "source": [ + "target= data['Outcome']\n", + "Predictor = data.iloc[:,:-1]" + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 203, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.pairplot(Predictor)" + ] + }, + { + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 5928d30cf9015c3f239a217fd7655c209e39a5ff Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 16:06:15 +0530 Subject: [PATCH 06/53] Roadmap for Data Science Learning --- .../data_science_roadmap.txt | 27 +++++++++++++++++++ 1 file changed, 27 insertions(+) create mode 100644 machine learning basics/data_science_roadmap.txt diff --git a/machine learning basics/data_science_roadmap.txt b/machine learning basics/data_science_roadmap.txt new file mode 100644 index 0000000..ca8e8be --- /dev/null +++ b/machine learning basics/data_science_roadmap.txt @@ -0,0 +1,27 @@ +Data Science Learning Curve +1. Khan Academy (https://www.khanacademy.org/) – Linear Algebra, Statistics and Probability, Calculus, Multivariable +Calculus +2. Lynda (https://www.lynda.com) - Statistics Foundation -1 ,2 & 3 +3. Python Packages (https://pypi.org) – Pandas, Numpy, Matplotlib, Plotly, Scipy, Scikit-learn, TensorFlow, +Keras, NLTK, Gensim, Scrapy, statsmodels, +4. Caltech (https://work.caltech.edu/telecourse.html) – Learning from Data +5. Microsoft (https://www.edx.org/school/microsoft) – Data Science – Professional Program Track +6. Coursera (https://coursera.org) – Andrew NG and Deep Learning [Stanford Courses] +7. Pluralsight (https://www.pluralsight.com) – Data Mining and Advanced Analytics +8. Tableau (https://www.tableau.com/learn/training) – Data Visualization +9.Dataquest (https://www.dataquest.io/) - Data Science Courses +10. Fast.ai (https://www.fast.ai/) – Complete reference for Deep Learning +11.Cognitive Classes (https://cognitiveclass.ai) – Introduction to Data Science, Text Analysis and Big Data +Fundamentals +12.Udemy (https://udemy.com) – Machine-learning A to Z +13.Kaggle (kaggle.com) – Hands-on practices, Learn basic Data Science Fundamentals from Learn +Section +14.Datacamp (https://datacamp.com) – Data Scientist track + +Reference Blogs: +1. Analytics Vidhya (analyticsvidhya.com) +2. Machine Learning Mastery (https://machinelearningmastery.com) +3. Towards Data Science (https://towardsdatascience.com) +4. Safari Books (https://www.oreilly.com/) +5. Kdnuggets (https://www.kdnuggets.com/) + From 23abc9d0c97ae772c460aead2fb084a63ad78405 Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 22:20:20 +0530 Subject: [PATCH 07/53] Classes, Inheritance and Constructors in Python Adding Classes, Inheritance, Default and Parameterised Constructors. --- .../class_inheritance_constructors.ipynb | 202 ++++++++++++++++++ 1 file changed, 202 insertions(+) create mode 100644 python basics/class_inheritance_constructors.ipynb diff --git a/python basics/class_inheritance_constructors.ipynb b/python basics/class_inheritance_constructors.ipynb new file mode 100644 index 0000000..7cd4eba --- /dev/null +++ b/python basics/class_inheritance_constructors.ipynb @@ -0,0 +1,202 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Learn basics of classes, inheritance and constructor in python. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sea Blue is a varient of Indica car\n", + "Sea Blue is a varient of Indica car and it runs on Diesel\n" + ] + } + ], + "source": [ + "#Creating class and object\n", + "class Indica:\n", + " #class attribute\n", + " parent = 'car'\n", + " \n", + " #instance attribute\n", + " def __init__(self,color,variety):\n", + " self.color = color\n", + " self.variety = variety\n", + " \n", + "#instantiate the indica class\n", + "seaBlue = Indica(\"Sea Blue\",\"Diesel\")\n", + "\n", + "#access class attributes\n", + "print(\"Sea Blue is a varient of Indica {}\".format(seaBlue.__class__.parent))\n", + "\n", + "#access instance attributes\n", + "print(\"{} is a varient of Indica car and it runs on {}\".format(seaBlue.color,seaBlue.variety))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "I love Cars\n", + "I love BMW Cars\n", + "BMW\n", + "Ride faster\n", + "It does flying\n" + ] + } + ], + "source": [ + "#Making use of basic inheritance in python (Extending the Functionality of a Parent Class)\n", + "# parent class\n", + "class Car:\n", + " \n", + " def __init__(self):\n", + " print(\"I love Cars\")\n", + "\n", + " def whoisThis(self):\n", + " print(\"Car\")\n", + "\n", + " def ride(self):\n", + " print(\"Ride faster\")\n", + "\n", + "# child class\n", + "class BMW(Car):\n", + "\n", + " def __init__(self):\n", + " # call super() function\n", + " super().__init__()\n", + " print(\"I love BMW Cars\")\n", + "\n", + " def whoisThis(self):\n", + " print(\"BMW\")\n", + "\n", + " def fastAtCore(self):\n", + " print(\"It does flying\")\n", + "\n", + "car_bmw_obj = BMW()\n", + "car_bmw_obj.whoisThis()\n", + "car_bmw_obj.ride()\n", + "car_bmw_obj.fastAtCore()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Hactoberfest in Chennai\n" + ] + } + ], + "source": [ + "#Constructors are used for instantiating an object\n", + "#Default Constructor\n", + "class Hack: \n", + " data = \"\" \n", + " \n", + " # default constructor \n", + " def __init__(self): \n", + " self.data = \"Hactoberfest in Chennai\"\n", + " \n", + " # print data members \n", + " def printData(self): \n", + " print(self.data) \n", + " \n", + " \n", + "# creating object of the class \n", + "data_obj = Hack() \n", + " \n", + "# calling the instance method using the object obj \n", + "data_obj.printData() " + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "I love Python and only Python!\n" + ] + } + ], + "source": [ + "#Parameterised Constructor\n", + "\n", + "class Hack: \n", + " langChoice1 = ''\n", + " langChoice2 = ''\n", + " \n", + " # Parameterised constructor \n", + " def __init__(self,lang1,lang2): \n", + " self.langChoice1 = lang1\n", + " self.langChoice2 = lang2\n", + " \n", + " #displaying outcome from doSomething()\n", + " def dis(self):\n", + " print(\"I love \"+str(self.addData))\n", + " \n", + " # do string operations \n", + " def doSomething(self): \n", + " self.addData = self.langChoice1 + \" and only \" + self.langChoice2 + \"!\"\n", + " \n", + " \n", + "# creating object and Passing arguments \n", + "data_obj = Hack('Python','Python') \n", + " \n", + "# calling doSomething method to do some operations\n", + "data_obj.doSomething() \n", + "\n", + "# calling dis method to print outcome\n", + "data_obj.dis()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 8eaa2c248a3177b42356aa21d7ebf6781f91b605 Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sun, 6 Oct 2019 00:32:55 +0530 Subject: [PATCH 08/53] Basics of Speech Recognition Learning the basics of Speech Recognition using the Speech Recognition library. I have used google web speech API as recogniser in this tutorial. --- .../SpeechRecognition.ipynb | 117 ++++++++++++++++++ 1 file changed, 117 insertions(+) create mode 100644 machine learning basics/SpeechRecognition.ipynb diff --git a/machine learning basics/SpeechRecognition.ipynb b/machine learning basics/SpeechRecognition.ipynb new file mode 100644 index 0000000..a54e615 --- /dev/null +++ b/machine learning basics/SpeechRecognition.ipynb @@ -0,0 +1,117 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Speech must be converted from physical sound to an electrical signal with a microphone, and then to digital data with an analog-to-digital converter. Once digitized, several models can be used to transcribe the audio to text." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "#Speech Recognition using Python\n", + "#import required libraries\n", + "import speech_recognition as sr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "#Recognizer class (The primary purpose of a Recognizer instance is to recognize speech)\n", + "recogniser = sr.Recognizer()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The context manager opens the file and reads its contents, storing the data in an AudioFile instance called source. Then the record() method records the data from the entire file into an AudioData instance. " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "the salesman old beer drinkers it takes hi to bring out the order I call dip restore selfinvest a salt a call this find him because of my favourite is just for food is Bihar cross bun\n" + ] + } + ], + "source": [ + "#Each Recognizer instance has various methods for recognizing speech from an audio source using various APIs\n", + "#I am going to use google web speech api\n", + "#Download the wav file from https://github.com/realpython/python-speech-recognition/blob/master/audio_files/harvard.wav\n", + "\n", + "harvard = sr.AudioFile('harvard.wav')\n", + "data = \" \"\n", + "with harvard as source:\n", + " audio = recogniser.record(source)\n", + " data = recogniser.recognize_google(audio)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Caution: The default key provided by SpeechRecognition is for testing purposes only, and Google may revoke it at any time. It is not a good idea to use the Google Web Speech API in production. Even with a valid API key, you’ll be limited to only 50 requests per day" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "the salesman old beer drinkers it takes hi to bring out the order I call dip restore selfinvest a salt a call this find him because of my favourite is just for food is Bihar cross bun\n" + ] + } + ], + "source": [ + "#Congratulations, You tried converting the first audio file which contains speech into text.\n", + "print(data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Reference Link: https://pypi.org/project/SpeechRecognition/" + ] + } + ], + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 755f5714df783cddf1f35f6325b3faf04fb1b397 Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sun, 6 Oct 2019 01:08:39 +0530 Subject: [PATCH 09/53] Simple Classification Problem Classifying fruits based on mass, color, width, and height. --- .../First_Classifier.ipynb | 446 ++++++++++++++++++ 1 file changed, 446 insertions(+) create mode 100644 machine learning basics/First_Classifier.ipynb diff --git a/machine learning basics/First_Classifier.ipynb b/machine learning basics/First_Classifier.ipynb new file mode 100644 index 0000000..3dfa9af --- /dev/null +++ b/machine learning basics/First_Classifier.ipynb @@ -0,0 +1,446 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First Classfication Learning using fruits dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [], + "source": [ + "#import required libraries\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn import metrics\n", + "from sklearn.metrics import classification_report\n", + "import os\n", + "#os.chdir('Downloads')" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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fruit_labelfruit_namefruit_subtypemasswidthheightcolor_score
01applegranny_smith1928.47.30.55
11applegranny_smith1808.06.80.59
21applegranny_smith1767.47.20.60
32mandarinmandarin866.24.70.80
42mandarinmandarin846.04.60.79
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" + ], + "text/plain": [ + " fruit_label fruit_name fruit_subtype mass width height color_score\n", + "0 1 apple granny_smith 192 8.4 7.3 0.55\n", + "1 1 apple granny_smith 180 8.0 6.8 0.59\n", + "2 1 apple granny_smith 176 7.4 7.2 0.60\n", + "3 2 mandarin mandarin 86 6.2 4.7 0.80\n", + "4 2 mandarin mandarin 84 6.0 4.6 0.79" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#read and preview dataset\n", + "#Dataset Download link - https://github.com/susanli2016/Machine-Learning-with-Python/blob/master/fruit_data_with_colors.txt\n", + "fruits = pd.read_table('fruit_data_with_colors.csv')\n", + "fruits.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{1: 'apple', 2: 'mandarin', 3: 'orange', 4: 'lemon'}" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# create a mapping from fruit label value to fruit name to make results easier to interpret\n", + "look_up_fruit_name = dict(zip(fruits.fruit_label.unique(), fruits.fruit_name.unique()))\n", + "look_up_fruit_name" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " count mean std min 25% 50% 75% \\\n", + "fruit_label 59.0 2.542373 1.208048 1.00 1.00 3.00 4.00 \n", + "mass 59.0 163.118644 55.018832 76.00 140.00 158.00 177.00 \n", + "width 59.0 7.105085 0.816938 5.80 6.60 7.20 7.50 \n", + "height 59.0 7.693220 1.361017 4.00 7.20 7.60 8.20 \n", + "color_score 59.0 0.762881 0.076857 0.55 0.72 0.75 0.81 \n", + "\n", + " max \n", + "fruit_label 4.00 \n", + "mass 362.00 \n", + "width 9.60 \n", + "height 10.50 \n", + "color_score 0.93 " + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#get dataset overview\n", + "fruits.shape\n", + "fruits.describe().T" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "# Split the data into training and testing\n", + "X = fruits[['mass', 'width', 'height', 'color_score']]\n", + "y = fruits['fruit_label']\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, random_state = 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:4: FutureWarning: pandas.scatter_matrix is deprecated. Use pandas.plotting.scatter_matrix instead\n", + " after removing the cwd from sys.path.\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting a scatter matrix\n", + "from matplotlib import cm\n", + "cmap = cm.get_cmap('gnuplot')\n", + "scatter = pd.scatter_matrix(X_train, c = y_train, marker = 'o', s=40, hist_kwds={'bins':15}, figsize=(20,20))" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting a 3D scatter plot\n", + "from mpl_toolkits.mplot3d import Axes3D\n", + "fig = plt.figure(figsize=(10,10))\n", + "ax = fig.add_subplot(111, projection = '3d')\n", + "ax.scatter(X_train['width'], X_train['height'], X_train['color_score'], c = y_train, marker = 'o', s=100)\n", + "ax.set_xlabel('width')\n", + "ax.set_ylabel('height')\n", + "ax.set_zlabel('color_score')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [], + "source": [ + "# Create classifier object\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "knn = KNeighborsClassifier(n_neighbors = 4)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "KNeighborsClassifier(algorithm='auto', leaf_size=30, metric='minkowski',\n", + " metric_params=None, n_jobs=1, n_neighbors=4, p=2,\n", + " weights='uniform')" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Train the classifier using the training data\n", + "knn.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [], + "source": [ + "# Estimate the accuracy of the classifier on future data, using the test data\n", + "y_pred = knn.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 1 0.50 0.75 0.60 4\n", + " 2 1.00 1.00 1.00 1\n", + " 3 0.75 0.38 0.50 8\n", + " 4 0.25 0.50 0.33 2\n", + "\n", + "avg / total 0.63 0.53 0.54 15\n", + "\n" + ] + } + ], + "source": [ + "#print classification report to evaluate the performance of the classifier\n", + "print(classification_report(y_test, y_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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 3404f751db909e20f6fc67a1d8ab9b13235d552e Mon Sep 17 00:00:00 2001 From: Pawan Sen <44730489+pawan-sen@users.noreply.github.com> Date: Sun, 6 Oct 2019 00:08:54 +0530 Subject: [PATCH 10/53] Create linear_regression.py --- machine learning basics/linear_regression.py | 77 ++++++++++++++++++++ 1 file changed, 77 insertions(+) create mode 100644 machine learning basics/linear_regression.py diff --git a/machine learning basics/linear_regression.py b/machine learning basics/linear_regression.py new file mode 100644 index 0000000..b1b30fb --- /dev/null +++ b/machine learning basics/linear_regression.py @@ -0,0 +1,77 @@ +#THIS PROGRAM IS TO GIVE BEGINNER'S BASIC GRASP OF LINEAR REGRESSION IN ML + + +#1. IMPORT:- + +# pandas is used for loading datasets +import pandas as pd + +#sklearn is famous Data Science library used for various purposes and sklearn.datasets has many pre-loaded datasets +from sklearn import datasets + +#matplotlib is famous for data visualization +from matplotlib import pyplot as plt + +#seaborn is also used for data visualization +import seaborn as sns + +#For handling array +import numpy as np + +#2. DATASET READING AND UNDERSTANDING + +#First we will load the dataset into a dataframe(df) +df=datasets.load_boston() + +print(df) + +#As we can see df is in format not suitable for anything +#So we arrange in a Dataset +x=df.data +boston=pd.DataFrame(df.data,columns=df.feature_names) +boston.head() + +boston['MEDV']=df.target +boston.head() + +#Now we'll see if there is any need feature cleaning(beginner should only do if there are null values present +boston.isnull().sum() + +#correlation matrix show how dependent various features are to each other(used for extracting important features only) +#1,-1=>highly dependent 0=>not dependent at all +plt.figure(figsize=(10,9)) +correlation_matrix=boston.corr() +sns.heatmap(correlation_matrix, annot=True)#annot true for printing value inside square +plt.show() + +#3. MODEL + +#Here x will be the features(values of different things) and y will be the label(answer that we got from x) +x=boston.drop(columns=['MEDV'],axis=1) +x.head() + +y=boston.MEDV + +#splitting data into training and testing(but theoritical it's more like training and validation but it's ok for now) +from sklearn.model_selection import train_test_split + +x_train,x_test,y_train,y_test=train_test_split(x,y,test_size=0.2) + +#making a linear regression model +from sklearn import linear_model +lr=linear_model.LinearRegression() + +#train the model -> fitting the model +lr.fit(x_train,y_train) + +#now predicting +y_predict=lr.predict(x_test) + + +#4. EVALUATION + +lr.score(x_test,y_test) + +#mean squared error +from sklearn.metrics import mean_squared_error as mse +mse(y_predict,y_test) From 1778b5de73ee459a1b80b18f4f8c288a486bac8e Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 13:00:36 -0300 Subject: [PATCH 11/53] Added a string manipulation guide. --- python basics/string_manipulation.py | 87 ++++++++++++++++++++++++++++ 1 file changed, 87 insertions(+) create mode 100644 python basics/string_manipulation.py diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py new file mode 100644 index 0000000..4817738 --- /dev/null +++ b/python basics/string_manipulation.py @@ -0,0 +1,87 @@ +#String manipulation +string = "hello, world!" + +#Capitalizes the first letter of the string. +print('Capitalize:', string.capitalize()) + +#Replaces a specific part of the string with another. +#In this case, it replaces every 'hello' with 'Greetings' +print('Replace:', string.replace('hello', 'Greetings')) + +#Capitalizes the first letter of every word. +print('Title:', string.title()) + +#Turns every letter into upper case. +print('Uppercase:', string.upper()) + +string = 'HELLO, WORLD!' + +#Turns every letter into lower case. +print('Lowercase:', string.lower()) + +string = ' hello, world! ' + +#Removes the extra spaces from the right. +print('Right strip:', string.rstrip()) + +#Removes the extra spaces from the left. +print('Left strip:', string.lstrip()) + +#Removes the extra spaces both from left and right. +print('Strip:', string.strip()) + +#Splits the current string into a list of strings. +#In this case, every list element is separated from another +#when there's a comma in the original string. +#If no argument is given, it splits where it finds a blank space. +string_split = string.split(',') +print(string_split) + +#After splitting, we can merge them together once more using join. +print('Join:', ''.join(string_split)) + +#Originally, join inserts a set of characters for every character in a string. +#You can use it to put - after every characters, for example. +print('Separate characters:', '-'.join(string)) + +#Or to separate strings from a list of strings when joining them. +print('Separate strings:', '-'.join(string_split)) + +#Strings are "a list of characters", and you can access +#specific parts of a string just like a list. +string = 'Hello, world!' + +#Returns the very first character of a string. +print('Position 0:', string[0]) + +#Returns from character in position 0 until +#character in position 4. +print('Position 0 to 4:', string[:5]) +#Note it uses [:5], but it doesn't include position 5 in the output. + +#Returns from character in position 7 until the end. +print('Position 7 to end:', string[7:]) + +#Returns from character in position 3 until +#character in position 5. +print('Position 3 to 5:', string[3:6]) +#Just like the first example, it uses :6 but doesn't +#include position 6 in the output + +#Returns from character in position 3 until character +#in position 9, picking a character every 2 characters. +print('Position 3 to 8, every 2 characters:', string[3:9:2]) +#As explained above, even though we use :9, the character +#in position 9 is not included in the output. + +#The same way, we can pick a string for every character, but backwards. +print('Reversed:', string[::-1]) +#Note we needed to put :: before -1 because the first two arguments +#are used for position, just like demonstrated above. + +#Returns the position of a set of characters in a string +print('Position of "world!":', string.find('world!')) +#Note it returns only the position of the first letter of what you're searching for. + +#If such set of characters is not found, it'll return -1 +print('Position of "Hola!":', string.find('Hola!')) \ No newline at end of file From 214b80151329db96b7280a2d617a6c648746866a Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:27:35 -0300 Subject: [PATCH 12/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 33 +++++++++++++--------------- 1 file changed, 15 insertions(+), 18 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 4817738..a09bb25 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -1,4 +1,6 @@ #String manipulation +#Strings are "a list of characeters", and here you can learn a bit of how to manipulate them. + string = "hello, world!" #Capitalizes the first letter of the string. @@ -14,25 +16,26 @@ #Turns every letter into upper case. print('Uppercase:', string.upper()) +#Now with a full-uppercase string. string = 'HELLO, WORLD!' #Turns every letter into lower case. print('Lowercase:', string.lower()) +#Now with extra spaces in the string. string = ' hello, world! ' +#Removes the extra spaces from left and right. +print('Strip:', string.strip()) + #Removes the extra spaces from the right. print('Right strip:', string.rstrip()) #Removes the extra spaces from the left. print('Left strip:', string.lstrip()) -#Removes the extra spaces both from left and right. -print('Strip:', string.strip()) - #Splits the current string into a list of strings. -#In this case, every list element is separated from another -#when there's a comma in the original string. +#In this case, every list element is separated from another when there's a comma in the original string. #If no argument is given, it splits where it finds a blank space. string_split = string.split(',') print(string_split) @@ -47,41 +50,35 @@ #Or to separate strings from a list of strings when joining them. print('Separate strings:', '-'.join(string_split)) -#Strings are "a list of characters", and you can access -#specific parts of a string just like a list. +#Strings are "a list of characters", and you can access specific parts of a string just like a list. string = 'Hello, world!' #Returns the very first character of a string. print('Position 0:', string[0]) -#Returns from character in position 0 until -#character in position 4. +#Returns from character in position 0 until character in position 4. print('Position 0 to 4:', string[:5]) #Note it uses [:5], but it doesn't include position 5 in the output. #Returns from character in position 7 until the end. print('Position 7 to end:', string[7:]) -#Returns from character in position 3 until -#character in position 5. +#Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) #Just like the first example, it uses :6 but doesn't #include position 6 in the output -#Returns from character in position 3 until character -#in position 9, picking a character every 2 characters. +#Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) -#As explained above, even though we use :9, the character -#in position 9 is not included in the output. +#As explained above, even though we use :9, the character in position 9 is not included in the output. #The same way, we can pick a string for every character, but backwards. print('Reversed:', string[::-1]) -#Note we needed to put :: before -1 because the first two arguments -#are used for position, just like demonstrated above. +#Note we needed to put :: before -1 because the first two arguments are used for position, just like demonstrated above. #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) #Note it returns only the position of the first letter of what you're searching for. -#If such set of characters is not found, it'll return -1 +#If such set of characters is not found, it returns -1 print('Position of "Hola!":', string.find('Hola!')) \ No newline at end of file From 7cfc2bb3142c1879b74728e271f856b3639f9dd9 Mon Sep 17 00:00:00 2001 From: Gabriel <5009772+ghm12@users.noreply.github.com> Date: Sat, 5 Oct 2019 13:06:25 -0300 Subject: [PATCH 13/53] Update string_manipulation.py minor grammar fix. --- python basics/string_manipulation.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index a09bb25..112b461 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -44,7 +44,7 @@ print('Join:', ''.join(string_split)) #Originally, join inserts a set of characters for every character in a string. -#You can use it to put - after every characters, for example. +#You can use it to put - after every character, for example. print('Separate characters:', '-'.join(string)) #Or to separate strings from a list of strings when joining them. @@ -81,4 +81,4 @@ #Note it returns only the position of the first letter of what you're searching for. #If such set of characters is not found, it returns -1 -print('Position of "Hola!":', string.find('Hola!')) \ No newline at end of file +print('Position of "Hola!":', string.find('Hola!')) From 37479ce810e17766726e4d10871d987ed7b6f58a Mon Sep 17 00:00:00 2001 From: Gabriel <5009772+ghm12@users.noreply.github.com> Date: Sat, 5 Oct 2019 13:09:11 -0300 Subject: [PATCH 14/53] Update string_manipulation.py Comment a specific case of string.find(). --- python basics/string_manipulation.py | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 112b461..d81226a 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -78,7 +78,8 @@ #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) -#Note it returns only the position of the first letter of what you're searching for. +#Note it returns only the position of the first character of what you're searching for. +#If there is more than one ocurrance of what you're searching for, it returns the first. #If such set of characters is not found, it returns -1 print('Position of "Hola!":', string.find('Hola!')) From 3865f771b116981c48a9c6eb08b68ced3afad1e3 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:33:21 -0300 Subject: [PATCH 15/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index d81226a..49089cf 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -65,8 +65,7 @@ #Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't -#include position 6 in the output +#Just like the first example, it uses :6 but doesn't include position 6 in the output #Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) From ad155d8fb165f0f80945a4e61e5e243956f2bd79 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:37:19 -0300 Subject: [PATCH 16/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 49089cf..81e78d3 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -1,5 +1,5 @@ #String manipulation -#Strings are "a list of characeters", and here you can learn a bit of how to manipulate them. +#Strings are "a list of characters", and here you can learn a bit of how to manipulate them. string = "hello, world!" @@ -65,7 +65,7 @@ #Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't include position 6 in the output +#Just like the first example, it uses :6 but doesn't include position 6 in the output. #Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) @@ -80,5 +80,5 @@ #Note it returns only the position of the first character of what you're searching for. #If there is more than one ocurrance of what you're searching for, it returns the first. -#If such set of characters is not found, it returns -1 +#If such set of characters is not found, it returns -1. print('Position of "Hola!":', string.find('Hola!')) From 86262cd458390fad0a0237eae007ddc84151beeb Mon Sep 17 00:00:00 2001 From: Alex Pedersen Date: Sat, 5 Oct 2019 17:32:22 +0200 Subject: [PATCH 17/53] ADD: Simple sample applications --- factorial of a number | 7 - .../sample_oo_api/.sample_venv | 0 sample applications/sample_oo_api/README.md | 13 + sample applications/sample_oo_api/app.py | 56 + .../sample_oo_api/config/openAPI.yaml | 265 + .../sample_oo_api/controllers/api.py | 84 + .../sample_oo_api/database/manager.py | 65 + .../sample_oo_api/database/world_x.sql | 5615 +++++++++++++++++ .../sample_oo_api/models/city.py | 7 + .../sample_oo_api/models/country.py | 7 + .../sample_oo_api/models/countryinfo.py | 7 + .../sample_oo_api/models/countrylanguage.py | 7 + .../sample_oo_dashboard/README.md | 14 + .../sample_oo_dashboard/app.py | 52 + .../sample_oo_dashboard/assets/main.js | 0 .../sample_oo_dashboard/assets/style.css | 0 .../sample_oo_dashboard/controllers/hello.py | 26 + .../sample_oo_dashboard/controllers/router.py | 48 + .../sample_oo_dashboard/data/session.py | 4 + .../sample_oo_dashboard/database/manager.py | 72 + .../sample_oo_dashboard/database/models.py | 21 + .../database/sample_database.sql | 85 + .../sample_oo_dashboard/layouts/layouts.py | 81 + .../requirements_dashboard.txt | 42 + 24 files changed, 6571 insertions(+), 7 deletions(-) delete mode 100644 factorial of a number create mode 100644 sample applications/sample_oo_api/.sample_venv create mode 100644 sample applications/sample_oo_api/README.md create mode 100644 sample applications/sample_oo_api/app.py create mode 100644 sample applications/sample_oo_api/config/openAPI.yaml create mode 100644 sample applications/sample_oo_api/controllers/api.py create mode 100644 sample applications/sample_oo_api/database/manager.py create mode 100644 sample applications/sample_oo_api/database/world_x.sql create mode 100644 sample applications/sample_oo_api/models/city.py create mode 100644 sample applications/sample_oo_api/models/country.py create mode 100644 sample applications/sample_oo_api/models/countryinfo.py create mode 100644 sample applications/sample_oo_api/models/countrylanguage.py create mode 100644 sample applications/sample_oo_dashboard/README.md create mode 100644 sample applications/sample_oo_dashboard/app.py create mode 100644 sample applications/sample_oo_dashboard/assets/main.js create mode 100644 sample applications/sample_oo_dashboard/assets/style.css create mode 100644 sample applications/sample_oo_dashboard/controllers/hello.py create mode 100644 sample applications/sample_oo_dashboard/controllers/router.py create mode 100644 sample applications/sample_oo_dashboard/data/session.py create mode 100644 sample applications/sample_oo_dashboard/database/manager.py create mode 100644 sample applications/sample_oo_dashboard/database/models.py create mode 100644 sample applications/sample_oo_dashboard/database/sample_database.sql create mode 100644 sample applications/sample_oo_dashboard/layouts/layouts.py create mode 100644 sample applications/sample_oo_dashboard/requirements_dashboard.txt diff --git a/factorial of a number b/factorial of a number deleted file mode 100644 index a58fc51..0000000 --- a/factorial of a number +++ /dev/null @@ -1,7 +0,0 @@ -def factorial(n): - if n == 0: - return 1 - else: - return n * factorial(n-1) -n=int(input("Input a number to compute the factiorial : ")) -print(factorial(n)) diff --git a/sample applications/sample_oo_api/.sample_venv b/sample applications/sample_oo_api/.sample_venv new file mode 100644 index 0000000..e69de29 diff --git a/sample applications/sample_oo_api/README.md b/sample applications/sample_oo_api/README.md new file mode 100644 index 0000000..1adc680 --- /dev/null +++ b/sample applications/sample_oo_api/README.md @@ -0,0 +1,13 @@ +# Sample: Python API +This repository is built to serve as a sample to how you can build a modern Python API with minimal code. + +## How to run: +1. Import world_x db (in database folder!) +2. Set environment variables for DB Connection +3. Run `pip3 install -r requirements.txt` +4. Run `python3 application.py` + +## Credits +- Orator ORM for database management: https://orator-orm.com +- Connexion for OpenAPI: https://github.com/zalando/connexion +- MySQL for World_X DB: https://dev.mysql.com/doc/index-other.html diff --git a/sample applications/sample_oo_api/app.py b/sample applications/sample_oo_api/app.py new file mode 100644 index 0000000..65986e3 --- /dev/null +++ b/sample applications/sample_oo_api/app.py @@ -0,0 +1,56 @@ +# Python core imports +import os +import uuid + +# Python third-party imports +import connexion +from flask import redirect, url_for + + +# Connexion setup +debugging = os.environ.get('debugging') +options = {"swagger_ui": debugging} + +application = connexion.FlaskApp( + __name__, + specification_dir='config/', + options=options + ) + +application.add_api( + 'openAPI.yaml', + base_path='/api', + arguments={'title': 'Sample API'} + ) + +# CSRF Key/Secret for forms +application.app.config.update( + dict( + SECRET_KEY=str(uuid.uuid4()), + WTF_CSRF_SECRET_KEY=str(uuid.uuid4()) + ) +) + +# Max payload (to restrict large file uploads) +application.app.config['MAX_CONTENT_LENGTH'] = 10 * 1024 * 1024 + +# Re-direct to Swagger/OpenAPI UI +@application.app.route('/') +def index(): + return redirect( + location=url_for( + endpoint='/api./api_swagger_ui_index' + ), + code=302 + ) + + +# Default robots reply +@application.app.route('/robots.txt', methods=['GET']) +def robots(): + return "User-agent: *\nDisallow: /" + + +# Run +if __name__ == '__main__': + application.run() diff --git a/sample applications/sample_oo_api/config/openAPI.yaml b/sample applications/sample_oo_api/config/openAPI.yaml new file mode 100644 index 0000000..2fb4f1f --- /dev/null +++ b/sample applications/sample_oo_api/config/openAPI.yaml @@ -0,0 +1,265 @@ +openapi: 3.0.1 +info: + version: 0.0.1 + title: API World_X + description: "Sample API using the free Oracle World_X DB. All objects referenced are JSON objects." +paths: + /getCity: + summary: Returns information about a given city + description: Returns information about a given city + get: + summary: Returns information about a given city + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the city. + description: Returns information about a given city + operationId: controllers.api.get_city + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + id: + type: number + Name: + type: string + CountryCode: + type: string + Info: + type: object + example: + id: 1 + Name: Kabul + CountryCode: AFG + Info: object + + tags: + - city + /getCityAll: + summary: Returns all city information + description: Returns all city information + get: + summary: Returns all city information + description: Returns all city information + operationId: controllers.api.get_city_all + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + id: + type: number + Name: + type: string + CountryCode: + type: string + Info: + type: object + example: [ + { + "id": 1, + "Name": "Kabul", + "CountryCode": "AFG", + "Info": object + }, + { + "id": 1, + "Name": "Kabul", + "CountryCode": "AFG", + "Info": object + } + ] + tags: + - city + /getCountry: + summary: Returns information about a given country + description: Returns information about a given country + get: + summary: Returns information about a given country + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the country + description: Returns information about a given country + operationId: controllers.api.get_country + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + Code: + type: string + Name: + type: string + Capital: + type: string + Code2: + type: string + example: + Code: ABW + Name: Aruba + Capital: 129 + Code2: AW + + + tags: + - country + /getCountryAll: + summary: Returns all country information + description: Returns all country information + get: + summary: Returns all country information + description: Returns all country information + operationId: controllers.api.get_country_all + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + id: + type: number + Name: + type: string + CountryCode: + type: string + Info: + type: object + example: [ + { + "Code": 1, + "Name": "Armenia", + "Capital": 126, + "Code2": "AM" + }, + { + "Code": 1, + "Name": "American Samoa", + "Capital": 54, + "Code2": "AS" + } + ] + + tags: + - country + /getCountryInfo: + summary: Returns detailed information about a given country + description: Returns detailed information about a given country + get: + summary: Returns detailed information about a given country + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the country + description: Returns detailed information about a given country + operationId: controllers.api.get_countryinfo + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + doc: + type: string + _id: + type: string + example: + doc: dataMap + _id: ABW + tags: + - country + /getCountryLanguage: + summary: Returns language information about a given country + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the language + description: Returns language information about a given country + get: + summary: 'Returns language information about a given country' + description: 'Returns language information about a given country' + operationId: controllers.api.get_countrylanguage + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + CountryCode: + type: string + Language: + type: string + IsOfficial: + type: string + enum: ['T', 'F'] + Percentage: + type: number + example: + CountryCode: ABW + Language: Dutch + IsOfficial: T + Percentage: 5.3 + tags: + - language + /getCountryLanguageAll: + summary: Returns all country language information + description: Returns all country language information + get: + summary: 'Returns all country language information' + description: 'Returns all country language information' + operationId: controllers.api.get_countrylanguage_all + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + CountryCode: + type: string + Language: + type: string + IsOfficial: + type: string + enum: ['T', 'F'] + Percentage: + type: number + example: [ + { + "CountryCode": "ABW", + "Language": "Dutch", + "IsOfficial": "T", + "Percentage": 5.3 + } + ] + tags: + - language diff --git a/sample applications/sample_oo_api/controllers/api.py b/sample applications/sample_oo_api/controllers/api.py new file mode 100644 index 0000000..c79a852 --- /dev/null +++ b/sample applications/sample_oo_api/controllers/api.py @@ -0,0 +1,84 @@ +# # Local imports (relative) +# from database.manager import db + +# Local imports (absolute) +from Examples.sample_oo_api.database.manager import db + + +# City calls +def get_city(name: str) -> dict: + """ + API Controlled method to retrieve city details for specified city + Arguements: + - name name of the city + + Returns a dict with information about the requested city + """ + return db.City.where('Name', '=', name.capitalize()).get().serialize() + + +def get_city_all(): + """ + API Controlled method to retrieve city details for all available cities + + Returns a dict with information about all available cities + """ + return db.City.all().serialize() + + +def get_country(name: str) -> dict: + """ + API Controlled method to retrieve country details for specified country + Arguements: + - name name of the country + + Returns a dict with information about the requested city + """ + return db.Country.where('Name', '=', name.capitalize()).get().serialize() + + +def get_country_all() -> dict: + """ + API Controlled method to retrieve country details for + all available countries + + Returns a dict with information about all available countries + """ + return db.Country.all().serialize() + + +# Country info calls +def get_countryinfo(id: str): + """ + API Controlled method to retrieve: + Arguements: + - id ID code of a specific country + + Returns a dict with detailed information about the requested country + """ + return db.CountryInfo.where('_id', '=', id.upper()).get().serialize() + + +# Country language calls +def get_countrylanguage(language: str): + """ + API Controlled method to retrieve: + Arguements: + - language language of the country to retrieve + + Returns a dict with requested data + """ + return db.CountryLanguage.where('Language', '=', language.capitalize()) \ + .get() \ + .serialize() + + +def get_countrylanguage_all(): + """ + API Controlled method to retrieve: + Arguements: + - + + Returns a dict with requested data + """ + return db.CountryLanguage.all().get().serialize() diff --git a/sample applications/sample_oo_api/database/manager.py b/sample applications/sample_oo_api/database/manager.py new file mode 100644 index 0000000..faae04d --- /dev/null +++ b/sample applications/sample_oo_api/database/manager.py @@ -0,0 +1,65 @@ +# Python core imports +import os + +# Third-party imports +from orator import DatabaseManager +from orator import Model + +# Importing local models +from models.city import city +from models.country import country +from models.countryinfo import countryinfo +from models.countrylanguage import countrylanguage + + +class Database: + """ + Contains database methods + """ + + db = None + config = {} + + City = None + Country = None + CountryInfo = None + CountryLanguage = None + + # Config + config = {} + + def __init__(self): + """ + Initializes a database instance and binds the models to it. + + Arguement(s) + - self + + """ + # Bind Models to local variables + self.City = city + self.Country = country + self.CountryInfo = countryinfo + self.CountryLanguage = countrylanguage + + # Set config + self.config = { + 'mysql': { + 'driver': 'mysql', + 'host': os.getenv('DB_HOST'), + 'database': os.getenv('DB_NAME'), + 'user': os.getenv('DB_USER'), + 'password': os.getenv('DB_PASSWORD'), + 'prefix': '' + } + } + + # Create database from config + self.db = DatabaseManager(self.config) + + # Auto-resolve connection + Model.set_connection_resolver(self.db) + + +# Create public instance +db = Database() diff --git a/sample applications/sample_oo_api/database/world_x.sql b/sample applications/sample_oo_api/database/world_x.sql new file mode 100644 index 0000000..677b0d3 --- /dev/null +++ b/sample applications/sample_oo_api/database/world_x.sql @@ -0,0 +1,5615 @@ +-- ------------------------------------------------------------- +-- TablePlus 2.9.1(264) +-- +-- https://tableplus.com/ +-- +-- Database: world_x +-- Generation Time: 2019-10-03 19:32:48.2890 +-- ------------------------------------------------------------- + + +/*!40101 SET @OLD_CHARACTER_SET_CLIENT=@@CHARACTER_SET_CLIENT */; +/*!40101 SET @OLD_CHARACTER_SET_RESULTS=@@CHARACTER_SET_RESULTS */; +/*!40101 SET @OLD_COLLATION_CONNECTION=@@COLLATION_CONNECTION */; +/*!40101 SET NAMES utf8mb4 */; +/*!40103 SET @OLD_TIME_ZONE=@@TIME_ZONE */; +/*!40103 SET TIME_ZONE='+00:00' */; +/*!40014 SET @OLD_UNIQUE_CHECKS=@@UNIQUE_CHECKS, UNIQUE_CHECKS=0 */; +/*!40014 SET @OLD_FOREIGN_KEY_CHECKS=@@FOREIGN_KEY_CHECKS, FOREIGN_KEY_CHECKS=0 */; +/*!40101 SET @OLD_SQL_MODE=@@SQL_MODE, SQL_MODE='NO_AUTO_VALUE_ON_ZERO' */; +/*!40111 SET @OLD_SQL_NOTES=@@SQL_NOTES, SQL_NOTES=0 */; + + +CREATE TABLE `city` ( + `ID` int(11) NOT NULL AUTO_INCREMENT, + `Name` char(35) NOT NULL DEFAULT '', + `CountryCode` char(3) NOT 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75.69999694824219}}', 'CHL'), +('{\"GNP\": 982268, \"_id\": \"CHN\", \"Name\": \"China\", \"IndepYear\": -1523, \"geography\": {\"Region\": \"Eastern Asia\", \"Continent\": \"Asia\", \"SurfaceArea\": 9572900}, \"government\": {\"HeadOfState\": \"Jiang Zemin\", \"GovernmentForm\": \"People\'sRepublic\"}, \"demographics\": {\"Population\": 1277558000, \"LifeExpectancy\": 71.4000015258789}}', 'CHN'), +('{\"GNP\": 11345, \"_id\": \"CIV\", \"Name\": \"Côte d’Ivoire\", \"IndepYear\": 1960, \"geography\": {\"Region\": \"Western Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 322463}, \"government\": {\"HeadOfState\": \"Laurent Gbagbo\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 14786000, \"LifeExpectancy\": 45.20000076293945}}', 'CIV'), +('{\"GNP\": 9174, \"_id\": \"CMR\", \"Name\": \"Cameroon\", \"IndepYear\": 1960, \"geography\": {\"Region\": \"Central Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 475442}, \"government\": {\"HeadOfState\": \"Paul 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73.69999694824219}}', 'HRV'), +('{\"GNP\": 3459, \"_id\": \"HTI\", \"Name\": \"Haiti\", \"IndepYear\": 1804, \"geography\": {\"Region\": \"Caribbean\", \"Continent\": \"North America\", \"SurfaceArea\": 27750}, \"government\": {\"HeadOfState\": \"Jean-Bertrand Aristide\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 8222000, \"LifeExpectancy\": 49.20000076293945}}', 'HTI'), +('{\"GNP\": 48267, \"_id\": \"HUN\", \"Name\": \"Hungary\", \"IndepYear\": 1918, \"geography\": {\"Region\": \"Eastern Europe\", \"Continent\": \"Europe\", \"SurfaceArea\": 93030}, \"government\": {\"HeadOfState\": \"Ferenc Mádl\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 10043200, \"LifeExpectancy\": 71.4000015258789}}', 'HUN'), +('{\"GNP\": 84982, \"_id\": \"IDN\", \"Name\": \"Indonesia\", \"IndepYear\": 1945, \"geography\": {\"Region\": \"Southeast Asia\", \"Continent\": \"Asia\", \"SurfaceArea\": 1904569}, \"government\": {\"HeadOfState\": \"Abdurrahman 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66.5}}', 'IRQ'), +('{\"GNP\": 8255, \"_id\": \"ISL\", \"Name\": \"Iceland\", \"IndepYear\": 1944, \"geography\": {\"Region\": \"Nordic Countries\", \"Continent\": \"Europe\", \"SurfaceArea\": 103000}, \"government\": {\"HeadOfState\": \"Ólafur Ragnar Grímsson\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 279000, \"LifeExpectancy\": 79.4000015258789}}', 'ISL'), +('{\"GNP\": 97477, \"_id\": \"ISR\", \"Name\": \"Israel\", \"IndepYear\": 1948, \"geography\": {\"Region\": \"Middle East\", \"Continent\": \"Asia\", \"SurfaceArea\": 21056}, \"government\": {\"HeadOfState\": \"Moshe Katzav\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 6217000, \"LifeExpectancy\": 78.5999984741211}}', 'ISR'), +('{\"GNP\": 1161755, \"_id\": \"ITA\", \"Name\": \"Italy\", \"IndepYear\": 1861, \"geography\": {\"Region\": \"Southern Europe\", \"Continent\": \"Europe\", \"SurfaceArea\": 301316}, \"government\": {\"HeadOfState\": \"Carlo Azeglio Ciampi\", 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\"demographics\": {\"Population\": 156483000, \"LifeExpectancy\": 61.099998474121094}}', 'PAK'), +('{\"GNP\": 9131, \"_id\": \"PAN\", \"Name\": \"Panama\", \"IndepYear\": 1903, \"geography\": {\"Region\": \"Central America\", \"Continent\": \"North America\", \"SurfaceArea\": 75517}, \"government\": {\"HeadOfState\": \"Mireya Elisa Moscoso Rodríguez\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 2856000, \"LifeExpectancy\": 75.5}}', 'PAN'), +('{\"GNP\": 0, \"_id\": \"PCN\", \"Name\": \"Pitcairn\", \"IndepYear\": null, \"geography\": {\"Region\": \"Polynesia\", \"Continent\": \"Oceania\", \"SurfaceArea\": 49}, \"government\": {\"HeadOfState\": \"Elisabeth II\", \"GovernmentForm\": \"Dependent Territory of the UK\"}, \"demographics\": {\"Population\": 50, \"LifeExpectancy\": null}}', 'PCN'), +('{\"GNP\": 64140, \"_id\": \"PER\", \"Name\": \"Peru\", \"IndepYear\": 1821, \"geography\": {\"Region\": \"South America\", \"Continent\": \"South America\", 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\"government\": {\"HeadOfState\": \"Ion Iliescu\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 22455500, \"LifeExpectancy\": 69.9000015258789}}', 'ROM'), +('{\"GNP\": 276608, \"_id\": \"RUS\", \"Name\": \"Russian Federation\", \"IndepYear\": 1991, \"geography\": {\"Region\": \"Eastern Europe\", \"Continent\": \"Europe\", \"SurfaceArea\": 17075400}, \"government\": {\"HeadOfState\": \"Vladimir Putin\", \"GovernmentForm\": \"Federal Republic\"}, \"demographics\": {\"Population\": 146934000, \"LifeExpectancy\": 67.19999694824219}}', 'RUS'), +('{\"GNP\": 2036, \"_id\": \"RWA\", \"Name\": \"Rwanda\", \"IndepYear\": 1962, \"geography\": {\"Region\": \"Eastern Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 26338}, \"government\": {\"HeadOfState\": \"Paul Kagame\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 7733000, \"LifeExpectancy\": 39.29999923706055}}', 'RWA'), +('{\"GNP\": 137635, \"_id\": \"SAU\", \"Name\": \"Saudi Arabia\", 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\"GovernmentForm\": \"Monarchy\"}, \"demographics\": {\"Population\": 1008000, \"LifeExpectancy\": 40.400001525878906}}', 'SWZ'), +('{\"GNP\": 536, \"_id\": \"SYC\", \"Name\": \"Seychelles\", \"IndepYear\": 1976, \"geography\": {\"Region\": \"Eastern Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 455}, \"government\": {\"HeadOfState\": \"France-Albert René\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 77000, \"LifeExpectancy\": 70.4000015258789}}', 'SYC'), +('{\"GNP\": 65984, \"_id\": \"SYR\", \"Name\": \"Syria\", \"IndepYear\": 1941, \"geography\": {\"Region\": \"Middle East\", \"Continent\": \"Asia\", \"SurfaceArea\": 185180}, \"government\": {\"HeadOfState\": \"Bashar al-Assad\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 16125000, \"LifeExpectancy\": 68.5}}', 'SYR'), +('{\"GNP\": 96, \"_id\": \"TCA\", \"Name\": \"Turks and Caicos Islands\", \"IndepYear\": null, \"geography\": {\"Region\": \"Caribbean\", \"Continent\": 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applications/sample_oo_api/models/city.py new file mode 100644 index 0000000..1c76a3a --- /dev/null +++ b/sample applications/sample_oo_api/models/city.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class city(Model): + __table__ = 'city' + pass diff --git a/sample applications/sample_oo_api/models/country.py b/sample applications/sample_oo_api/models/country.py new file mode 100644 index 0000000..4eeb4e4 --- /dev/null +++ b/sample applications/sample_oo_api/models/country.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class country(Model): + __table__ = 'country' + pass diff --git a/sample applications/sample_oo_api/models/countryinfo.py b/sample applications/sample_oo_api/models/countryinfo.py new file mode 100644 index 0000000..b813655 --- /dev/null +++ b/sample applications/sample_oo_api/models/countryinfo.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class countryinfo(Model): + __table__ = 'countryinfo' + pass diff --git a/sample applications/sample_oo_api/models/countrylanguage.py b/sample applications/sample_oo_api/models/countrylanguage.py new file mode 100644 index 0000000..3b5ba5d --- /dev/null +++ b/sample applications/sample_oo_api/models/countrylanguage.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class countrylanguage(Model): + __table__ = 'countrylanguage' + pass diff --git a/sample applications/sample_oo_dashboard/README.md b/sample applications/sample_oo_dashboard/README.md new file mode 100644 index 0000000..8843347 --- /dev/null +++ b/sample applications/sample_oo_dashboard/README.md @@ -0,0 +1,14 @@ +# Sample web application +This is a simple sample webapp built with flask, dash and orator. + +## How to Install +- run `pip3 install -r requirements_dashboard.txt` + +## How to run +- run app.py + +## Extra +There is a sample database set up but not yet used, +this is so that it can be a base for you to build on. + +Simply import the sample_database.sql to get started! \ No newline at end of file diff --git a/sample applications/sample_oo_dashboard/app.py b/sample applications/sample_oo_dashboard/app.py new file mode 100644 index 0000000..d9790bc --- /dev/null +++ b/sample applications/sample_oo_dashboard/app.py @@ -0,0 +1,52 @@ +# Python core imports +import os +import secrets + +# Third-party imports +import dash +import dash_bootstrap_components as dbc +from flask import Flask + +# Local imports (relative) +# from controllers.router import Router +# from controllers.hello import Hello +# from layouts.layouts import Layouts + +# Local imports (absolute) +from Examples.sample_oo_dashboard.controllers.router import Router +from Examples.sample_oo_dashboard.controllers.hello import Hello +from Examples.sample_oo_dashboard.layouts.layouts import Layouts + + +# App variables +debug = os.getenv('DEBUG') + +# Setting up flask for session management +application = Flask(__name__) +application.config.update( + dict( + SECRET_KEY=secrets.token_urlsafe(), + WTF_CSRF_SECRET_KEY=secrets.token_urlsafe() + ) +) + +# Setting up dash +app = dash.Dash( + __name__, + server=application, + external_stylesheets=[dbc.themes.FLATLY], + suppress_callback_exceptions=True +) + +app.title = 'Sample webapp' +app.layout = Layouts.base() + +# Registering the router +Router(app) + +# Registering callbacks +Hello(app) + +# Run +if __name__ == '__main__': + app.run_server(debug=debug) \ No newline at end of file diff --git a/sample applications/sample_oo_dashboard/assets/main.js b/sample applications/sample_oo_dashboard/assets/main.js new file mode 100644 index 0000000..e69de29 diff --git a/sample applications/sample_oo_dashboard/assets/style.css b/sample applications/sample_oo_dashboard/assets/style.css new file mode 100644 index 0000000..e69de29 diff --git a/sample applications/sample_oo_dashboard/controllers/hello.py b/sample applications/sample_oo_dashboard/controllers/hello.py new file mode 100644 index 0000000..9482d41 --- /dev/null +++ b/sample applications/sample_oo_dashboard/controllers/hello.py @@ -0,0 +1,26 @@ +# Third-party imports +from dash import Dash +from dash.dependencies import Input, Output + + +class Hello: + ''' + Callback that greets the visitor + ''' + + def __init__(self, app: Dash): + @app.callback( + Output('hello_output', 'children'), + [Input('hello_input', 'value')] + ) + + def update(hello_input: str): + ''' + Takes in one arguement(s); + - : (str) + + Returns a layout_page matching requested pathname. + ''' + # Some validation + if len(hello_input) > 2: + return f'Hello {hello_input}! Welcome to the app!' diff --git a/sample applications/sample_oo_dashboard/controllers/router.py b/sample applications/sample_oo_dashboard/controllers/router.py new file mode 100644 index 0000000..52fc066 --- /dev/null +++ b/sample applications/sample_oo_dashboard/controllers/router.py @@ -0,0 +1,48 @@ +# Third-party imports +from dash import Dash +from dash.dependencies import Input, Output + +# Local imports (relative) +# from layouts.layouts import Layouts +# from data.session import Session + +# Local imports (absolute) +from Examples.sample_oo_dashboard.layouts.layouts import Layouts +from Examples.sample_oo_dashboard.data.session import Session + + +class Router(): + ''' + Providing routing family + ''' + + def __init__(self, app: Dash): + @app.callback( + Output( + component_id='page_content', + component_property='children' + ), + [Input( + component_id='url', + component_property='pathname' + )] + ) + def redirect(pathname): + ''' + Takes in one arguement(s); + - : (str) the url pathname to redirect to + + Returns a layout_page matching requested pathname. + ''' + if pathname == '/': + Session['page'] = '/' + return Layouts.index() + + elif pathname == '/hello': + Session['page'] = '/hello' + return Layouts.hello() + + else: + # Default if no pathname is matched + Session['page'] = '/404' + return Layouts.not_found() diff --git a/sample applications/sample_oo_dashboard/data/session.py b/sample applications/sample_oo_dashboard/data/session.py new file mode 100644 index 0000000..0ac6861 --- /dev/null +++ b/sample applications/sample_oo_dashboard/data/session.py @@ -0,0 +1,4 @@ +from flask.sessions import SecureCookieSession + + +Session = SecureCookieSession() diff --git a/sample applications/sample_oo_dashboard/database/manager.py b/sample applications/sample_oo_dashboard/database/manager.py new file mode 100644 index 0000000..37cfc4f --- /dev/null +++ b/sample applications/sample_oo_dashboard/database/manager.py @@ -0,0 +1,72 @@ +# Python core imports +import os + +# Third-party imports +from orator import DatabaseManager +from orator import Model + +# Local imports (relative) +# from database.models import posts +# from database.models import drafts +# from database.models import users +# from database.models import notes + +# Local imports (relative) +from Examples.sample_oo_dashboard.database.models import posts +from Examples.sample_oo_dashboard.database.models import drafts +from Examples.sample_oo_dashboard.database.models import users +from Examples.sample_oo_dashboard.database.models import notes + + +class Database: + """ + Provides database methods + """ + + db = None + Posts = None + Drafts = None + Users = None + Notes = None + + config: dict + + # Config + config = {} + + def __init__(self): + """ + Initializes a database instance and binds the models to it. + + Arguement(s) + - self + + """ + + # Set config + self.config = { + 'mysql': { + 'driver': 'mysql', + 'host': os.getenv('DB_HOST'), + 'database': os.getenv('DB_NAME'), + 'user': os.getenv('DB_USER'), + 'password': os.getenv('DB_PASSWORD'), + 'prefix': '' + } + } + + # Bind Models to local variables + self.Posts = posts + self.Drafts = drafts + self.Users = users + self.Notes = notes + + # Create database from config + self.db = DatabaseManager(self.config) + + # Auto-resolve connection + Model.set_connection_resolver(self.db) + + +# Create public instance +db = Database() diff --git a/sample applications/sample_oo_dashboard/database/models.py b/sample applications/sample_oo_dashboard/database/models.py new file mode 100644 index 0000000..6c8d9c6 --- /dev/null +++ b/sample applications/sample_oo_dashboard/database/models.py @@ -0,0 +1,21 @@ +# Import model base +from orator import Model + + +class posts(Model): + __table__ = 'posts' + pass + + +class drafts(Model): + __table__ = 'drafts' + + +class users(Model): + __table__ = 'users' + pass + + +class notes(Model): + __table__ = 'notes' + pass diff --git a/sample applications/sample_oo_dashboard/database/sample_database.sql b/sample applications/sample_oo_dashboard/database/sample_database.sql new file mode 100644 index 0000000..f2cce7c --- /dev/null +++ b/sample applications/sample_oo_dashboard/database/sample_database.sql @@ -0,0 +1,85 @@ +-- ------------------------------------------------------------- +-- TablePlus 2.9.1(264) +-- +-- https://tableplus.com/ +-- +-- Database: webapp +-- Generation Time: 2019-10-03 19:05:13.8350 +-- ------------------------------------------------------------- + + +/*!40101 SET @OLD_CHARACTER_SET_CLIENT=@@CHARACTER_SET_CLIENT */; 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+ +CREATE TABLE `notes` ( + `id` bigint(20) unsigned NOT NULL AUTO_INCREMENT, + `title` varchar(255) DEFAULT NULL, + `content` varchar(255) DEFAULT NULL, + `created` datetime DEFAULT NULL, + `last_updated` datetime DEFAULT NULL, + PRIMARY KEY (`id`), + UNIQUE KEY `id` (`id`) +) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_0900_ai_ci; + +CREATE TABLE `posts` ( + `id` bigint(20) unsigned NOT NULL AUTO_INCREMENT, + `title` varchar(255) DEFAULT NULL, + `content` varchar(255) DEFAULT NULL, + `created` datetime DEFAULT NULL, + `last_updated` datetime DEFAULT NULL, + PRIMARY KEY (`id`), + UNIQUE KEY `id` (`id`) +) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_0900_ai_ci; + +CREATE TABLE `users` ( + `id` bigint(20) unsigned NOT NULL AUTO_INCREMENT, + `username` varchar(255) DEFAULT NULL, + `password` varchar(255) DEFAULT NULL, + `email` varchar(255) DEFAULT NULL, + `registered` datetime DEFAULT NULL, + `last_updated` datetime DEFAULT NULL, + `hash` varchar(255) DEFAULT NULL, + PRIMARY KEY (`id`), + UNIQUE KEY `id` (`id`) +) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_0900_ai_ci; + + + + +/*!40103 SET TIME_ZONE=@OLD_TIME_ZONE */; +/*!40101 SET SQL_MODE=@OLD_SQL_MODE */; +/*!40014 SET FOREIGN_KEY_CHECKS=@OLD_FOREIGN_KEY_CHECKS */; +/*!40014 SET UNIQUE_CHECKS=@OLD_UNIQUE_CHECKS */; +/*!40101 SET CHARACTER_SET_CLIENT=@OLD_CHARACTER_SET_CLIENT */; +/*!40101 SET CHARACTER_SET_RESULTS=@OLD_CHARACTER_SET_RESULTS */; +/*!40101 SET COLLATION_CONNECTION=@OLD_COLLATION_CONNECTION */; +/*!40111 SET SQL_NOTES=@OLD_SQL_NOTES */; \ No newline at end of file diff --git a/sample applications/sample_oo_dashboard/layouts/layouts.py b/sample applications/sample_oo_dashboard/layouts/layouts.py new file mode 100644 index 0000000..c9eb7dd --- /dev/null +++ b/sample applications/sample_oo_dashboard/layouts/layouts.py @@ -0,0 +1,81 @@ +# Third-party imports +from dash_core_components import Location, Link as internal_link, Input +from dash_html_components import Link as external_link +from dash_html_components import Div, H1, P, Br +from dash_bootstrap_components import Container, Row, Col + + +class Layouts: + ''' + Contains all default layouts for the application as callable functions. + ''' + + @staticmethod + def base() -> Div: + ''' + Returns a dash website base + ''' + return Div([ + Location(id='url', refresh=False), + external_link( + rel='icon', + href='assets/img/favicon.ico' + ), + Div(id='page_content') + ]) + + @staticmethod + def index() -> Div: + ''' + Returns the app index page + ''' + return Container([ + Row([ + Col([ + H1('Welcome to the Index Page'), + P( + 'You can visit a second page by' + ' clicking the link below' + ), + internal_link('Hello Page', href='/hello'), + ]) + ]) + ]) + + @staticmethod + def not_found() -> Div: + ''' + Returns the 404 page not found page + ''' + return Container([ + Row([ + Col([ + H1('404 Page not found'), + internal_link('Home', href='/'), + ]) + ]) + ]) + + @staticmethod + def hello() -> Div: + ''' + Returns the hello page + ''' + return Container([ + Row([ + Col([ + H1('Hello, World!'), + Br(), + Input( + id='hello_input', + value='', + type='text', + placeholder='Enter name', + debounce=True + ), + Br(), + Div(id='hello_output'), + internal_link('Home', href='/'), + ]) + ]) + ]) diff --git a/sample applications/sample_oo_dashboard/requirements_dashboard.txt b/sample applications/sample_oo_dashboard/requirements_dashboard.txt new file mode 100644 index 0000000..5ac0c68 --- /dev/null +++ b/sample applications/sample_oo_dashboard/requirements_dashboard.txt @@ -0,0 +1,42 @@ +backpack==0.1 +blinker==1.4 +cleo==0.6.8 +Click==7.0 +dash==1.3.1 +dash-bootstrap-components==0.7.1 +dash-core-components==1.2.1 +dash-html-components==1.0.1 +dash-renderer==1.1.0 +dash-table==4.3.0 +entrypoints==0.3 +Faker==0.8.18 +flake8==3.7.8 +Flask==1.1.1 +Flask-Compress==1.4.0 +future==0.17.1 +inflection==0.3.1 +itsdangerous==1.1.0 +Jinja2==2.10.1 +lazy-object-proxy==1.4.2 +MarkupSafe==1.1.1 +mccabe==0.6.1 +orator==0.9.9 +pastel==0.1.1 +pendulum==1.5.1 +plotly==4.1.1 +pyaml==16.12.2 +pycodestyle==2.5.0 +pyflakes==2.1.1 +Pygments==2.4.2 +pylev==1.3.0 +python-dateutil==2.8.0 +pytz==2019.2 +pytzdata==2019.3 +PyYAML==5.1.2 +retrying==1.3.3 +simplejson==3.16.0 +six==1.12.0 +text-unidecode==1.2 +tzlocal==1.5.1 +Werkzeug==0.16.0 +wrapt==1.11.2 From 8a21ed5cf2e5e7721bce8f4e0f72e72d72ee523a Mon Sep 17 00:00:00 2001 From: Niteshrocks Date: Sat, 5 Oct 2019 17:23:00 +0530 Subject: [PATCH 18/53] Added some resources --- Factorial of a number | 7 ------- python basics/Readme.md | 6 +++++- 2 files changed, 5 insertions(+), 8 deletions(-) delete mode 100644 Factorial of a number diff --git a/Factorial of a number b/Factorial of a number deleted file mode 100644 index a58fc51..0000000 --- a/Factorial of a number +++ /dev/null @@ -1,7 +0,0 @@ -def factorial(n): - if n == 0: - return 1 - else: - return n * factorial(n-1) -n=int(input("Input a number to compute the factiorial : ")) -print(factorial(n)) diff --git a/python basics/Readme.md b/python basics/Readme.md index 81fdccb..2dfde7e 100644 --- a/python basics/Readme.md +++ b/python basics/Readme.md @@ -24,8 +24,12 @@ Python Fundamentals - [Python for Everybody](https://www.youtube.com/watch?v=8DvywoWv6fI ) - [Python Tutorials by Corey Schafer](https://www.youtube.com/watch?v=YYXdXT2l-Gg&list=PL-osiE80TeTt2d9bfVyTiXJA-UTHn6WwU) - [Learning to program with Python 3 by sentdex](https://www.youtube.com/watch?v=eXBD2bB9-RA&list=PLQVvvaa0QuDeAams7fkdcwOGBpGdHpXln) + [PythonProgramming.net](https://www.youtube.com/watch?v=oVp1vrfL_w4&list=PLQVvvaa0QuDe8XSftW-RAxdo6OmaeL85M) + [Python Programming by ProgrammingKnowledge](https://www.youtube.com/watch?v=41qgdwd3zAg&list=PLS1QulWo1RIaJECMeUT4LFwJ-ghgoSH6n) + [Python for beginners in just 6 hours](https://www.youtube.com/watch?v=_uQrJ0TkZlc) + [Learn Python](https://www.learnpython.org/) -- [ ] Feel free to add more resources under this section. It can be link to any youtube channel or ant e-learning app or website. +- [ ] Feel free to add more resources under this section. It can be link to any youtube channel or any e-learning app or website. ## Contribututors From d8533bdafd3a0572b165f8d4dabc923fc4b804d3 Mon Sep 17 00:00:00 2001 From: Neeraj Date: Sat, 5 Oct 2019 17:17:04 +0530 Subject: [PATCH 19/53] Added K-Nearest Neighbors (K-NN) in python and R --- machine learning basics/knn.R | 63 +++++++++++++++++++++++++++++++ machine learning basics/knn.py | 69 ++++++++++++++++++++++++++++++++++ 2 files changed, 132 insertions(+) create mode 100644 machine learning basics/knn.R create mode 100644 machine learning basics/knn.py diff --git a/machine learning basics/knn.R b/machine learning basics/knn.R new file mode 100644 index 0000000..bc19da1 --- /dev/null +++ b/machine learning basics/knn.R @@ -0,0 +1,63 @@ +# K-Nearest Neighbors (K-NN) + +# Importing the dataset +dataset = read.csv('Social_Network_Ads.csv') +dataset = dataset[3:5] + +# Encoding the target feature as factor +dataset$Purchased = factor(dataset$Purchased, levels = c(0, 1)) + +# Splitting the dataset into the Training set and Test set +# install.packages('caTools') +library(caTools) +set.seed(123) +split = sample.split(dataset$Purchased, SplitRatio = 0.75) +training_set = subset(dataset, split == TRUE) +test_set = subset(dataset, split == FALSE) + +# Feature Scaling +training_set[-3] = scale(training_set[-3]) +test_set[-3] = scale(test_set[-3]) + +# Fitting K-NN to the Training set and Predicting the Test set results +library(class) +y_pred = knn(train = training_set[, -3], + test = test_set[, -3], + cl = training_set[, 3], + k = 5, + prob = TRUE) + +# Making the Confusion Matrix +cm = table(test_set[, 3], y_pred) + +# Visualising the Training set results +library(ElemStatLearn) +set = training_set +X1 = seq(min(set[, 1]) - 1, max(set[, 1]) + 1, by = 0.01) +X2 = seq(min(set[, 2]) - 1, max(set[, 2]) + 1, by = 0.01) +grid_set = expand.grid(X1, X2) +colnames(grid_set) = c('Age', 'EstimatedSalary') +y_grid = knn(train = training_set[, -3], test = grid_set, cl = training_set[, 3], k = 5) +plot(set[, -3], + main = 'K-NN (Training set)', + xlab = 'Age', ylab = 'Estimated Salary', + xlim = range(X1), ylim = range(X2)) +contour(X1, X2, matrix(as.numeric(y_grid), length(X1), length(X2)), add = TRUE) +points(grid_set, pch = '.', col = ifelse(y_grid == 1, 'springgreen3', 'tomato')) +points(set, pch = 21, bg = ifelse(set[, 3] == 1, 'green4', 'red3')) + +# Visualising the Test set results +library(ElemStatLearn) +set = test_set +X1 = seq(min(set[, 1]) - 1, max(set[, 1]) + 1, by = 0.01) +X2 = seq(min(set[, 2]) - 1, max(set[, 2]) + 1, by = 0.01) +grid_set = expand.grid(X1, X2) +colnames(grid_set) = c('Age', 'EstimatedSalary') +y_grid = knn(train = training_set[, -3], test = grid_set, cl = training_set[, 3], k = 5) +plot(set[, -3], + main = 'K-NN (Test set)', + xlab = 'Age', ylab = 'Estimated Salary', + xlim = range(X1), ylim = range(X2)) +contour(X1, X2, matrix(as.numeric(y_grid), length(X1), length(X2)), add = TRUE) +points(grid_set, pch = '.', col = ifelse(y_grid == 1, 'springgreen3', 'tomato')) +points(set, pch = 21, bg = ifelse(set[, 3] == 1, 'green4', 'red3')) \ No newline at end of file diff --git a/machine learning basics/knn.py b/machine learning basics/knn.py new file mode 100644 index 0000000..2c6eb3e --- /dev/null +++ b/machine learning basics/knn.py @@ -0,0 +1,69 @@ +# K-Nearest Neighbors (K-NN) + +# Importing the libraries +import numpy as np +import matplotlib.pyplot as plt +import pandas as pd + +# Importing the dataset +dataset = pd.read_csv('Social_Network_Ads.csv') +X = dataset.iloc[:, [2, 3]].values +y = dataset.iloc[:, 4].values + +# Splitting the dataset into the Training set and Test set +from sklearn.cross_validation import train_test_split +X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.25, random_state = 0) + +# Feature Scaling +from sklearn.preprocessing import StandardScaler +sc = StandardScaler() +X_train = sc.fit_transform(X_train) +X_test = sc.transform(X_test) + +# Fitting K-NN to the Training set +from sklearn.neighbors import KNeighborsClassifier +classifier = KNeighborsClassifier(n_neighbors = 5, metric = 'minkowski', p = 2) +classifier.fit(X_train, y_train) + +# Predicting the Test set results +y_pred = classifier.predict(X_test) + +# Making the Confusion Matrix +from sklearn.metrics import confusion_matrix +cm = confusion_matrix(y_test, y_pred) + +# Visualising the Training set results +from matplotlib.colors import ListedColormap +X_set, y_set = X_train, y_train +X1, X2 = np.meshgrid(np.arange(start = X_set[:, 0].min() - 1, stop = X_set[:, 0].max() + 1, step = 0.01), + np.arange(start = X_set[:, 1].min() - 1, stop = X_set[:, 1].max() + 1, step = 0.01)) +plt.contourf(X1, X2, classifier.predict(np.array([X1.ravel(), X2.ravel()]).T).reshape(X1.shape), + alpha = 0.75, cmap = ListedColormap(('red', 'green'))) +plt.xlim(X1.min(), X1.max()) +plt.ylim(X2.min(), X2.max()) +for i, j in enumerate(np.unique(y_set)): + plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1], + c = ListedColormap(('red', 'green'))(i), label = j) +plt.title('K-NN (Training set)') +plt.xlabel('Age') +plt.ylabel('Estimated Salary') +plt.legend() +plt.show() + +# Visualising the Test set results +from matplotlib.colors import ListedColormap +X_set, y_set = X_test, y_test +X1, X2 = np.meshgrid(np.arange(start = X_set[:, 0].min() - 1, stop = X_set[:, 0].max() + 1, step = 0.01), + np.arange(start = X_set[:, 1].min() - 1, stop = X_set[:, 1].max() + 1, step = 0.01)) +plt.contourf(X1, X2, classifier.predict(np.array([X1.ravel(), X2.ravel()]).T).reshape(X1.shape), + alpha = 0.75, cmap = ListedColormap(('red', 'green'))) +plt.xlim(X1.min(), X1.max()) +plt.ylim(X2.min(), X2.max()) +for i, j in enumerate(np.unique(y_set)): + plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1], + c = ListedColormap(('red', 'green'))(i), label = j) +plt.title('K-NN (Test set)') +plt.xlabel('Age') +plt.ylabel('Estimated Salary') +plt.legend() +plt.show() \ No newline at end of file From cc50b4aff3c8acf57febb23bec4ef2560dba809c Mon Sep 17 00:00:00 2001 From: Akash Srivastava <43779954+Dev-Akash@users.noreply.github.com> Date: Sat, 5 Oct 2019 17:05:21 +0530 Subject: [PATCH 20/53] Added switch_case.py Created a program to demostrate switch case in python. --- python basics/switch_case.py | 25 +++++++++++++++++++++++++ 1 file changed, 25 insertions(+) create mode 100644 python basics/switch_case.py diff --git a/python basics/switch_case.py b/python basics/switch_case.py new file mode 100644 index 0000000..3a77530 --- /dev/null +++ b/python basics/switch_case.py @@ -0,0 +1,25 @@ +# This program will demostrate the conversion of number to week-days using switch_case + +# Here `num` will take the required input from user i.e, day number +num = int(input("Enter the Day Number: ")) + +# `switcher` is a dictionary which maps the user input to the required output. +# It happens in such a way that user input becomes a 'key' while answer as 'value' +switcher = { + 1: "Monday", + 2: "Tuesday", + 3: "Wednessday", + 4: "Thursday", + 5: "Friday", + 6: "Saturday", + 7: "Sunday", +} + +# The actual value is search by the 'key' user provided using +# `get()` method of dictionary. +# If number is not found the default output would be "Invalid Number", i.e., the +# second input to get() method. +val = switcher.get(num, "Invalid Number !!") + +# At the end printing the result +print("Week-day : ", val) From eb9d7b8ba5641df58a96223d4e54be906e42069c Mon Sep 17 00:00:00 2001 From: Akash Srivastava <43779954+Dev-Akash@users.noreply.github.com> Date: Sat, 5 Oct 2019 17:19:49 +0530 Subject: [PATCH 21/53] Create even_or_odd (if-else statement).py Added even or odd example for demostrating if-else block working. --- .../even_or_odd (if-else statement).py | 21 +++++++++++++++++++ 1 file changed, 21 insertions(+) create mode 100644 python basics/even_or_odd (if-else statement).py diff --git a/python basics/even_or_odd (if-else statement).py b/python basics/even_or_odd (if-else statement).py new file mode 100644 index 0000000..9f9a8cc --- /dev/null +++ b/python basics/even_or_odd (if-else statement).py @@ -0,0 +1,21 @@ +# This program demostrate if-else statement +# in python. +# In this program we will see how to check +# whether a number is even or odd + +# Taking input from user +num = int(input("Enter a number: ")) + +# Checking whether num is divisible by 2 or not. +# Here `%` gives the remender after dividing num by 2 +# if remender is 0 i.e., num is divisible by 2 then its even +# So when condition gets `True` if-block runs, other wise else-block +# will run. + +if ((num % 2) == 0): + # Printing statement when condition is `true` + print("Number is Even") + +else: + # Printing statement when condition is `false` + print("Number is Odd") \ No newline at end of file From 6478ff4746b7d85cbf73fff93f3c21d99981ea81 Mon Sep 17 00:00:00 2001 From: Akash Srivastava <43779954+Dev-Akash@users.noreply.github.com> Date: Sat, 5 Oct 2019 17:55:51 +0530 Subject: [PATCH 22/53] Created fabonacci_series.py Added a simple program to compute faboncci series. --- python basics/contributors.md | 1 + python basics/fabonacci_series.py | 31 +++++++++++++++++++++++++++++++ 2 files changed, 32 insertions(+) create mode 100644 python basics/fabonacci_series.py diff --git a/python basics/contributors.md b/python basics/contributors.md index b1c8b99..c640638 100644 --- a/python basics/contributors.md +++ b/python basics/contributors.md @@ -1,2 +1,3 @@ - Manavpreet Singh, HKBK college of engineering, Bangalore - Duy Tong, UC Irvine, California +- Akash Srivastava, Gulzar Group of Institutes, Ludhiana, Punjab diff --git a/python basics/fabonacci_series.py b/python basics/fabonacci_series.py new file mode 100644 index 0000000..6761e02 --- /dev/null +++ b/python basics/fabonacci_series.py @@ -0,0 +1,31 @@ +# This program demostrate how to create a +# Fabonacci Sequence - Akash Srivastava +# 0 1 1 2 3 5 8 13 ... + +# Initial number for series +a = 0 +b = 1 + +# taking input for number of Terms to be computed +num = int(input("Enter the number: ")) + +# if terms is 0, print 0 +if (num == 0): + print(0) + +# if terms is 1, print 0 1 +elif(num == 1): + print(0, 1) + +# if terms is num, do following +else: + # print first two numbers + print(a) + print(b) + # compute other numbers using for loop + for i in range(0, num, 1): + c = a + b + print(c) + a = b + b = c + From 9c44cee277008e4e04da06eb680ca4215a396468 Mon Sep 17 00:00:00 2001 From: RameshSuthar Date: Sat, 5 Oct 2019 12:14:51 +0530 Subject: [PATCH 23/53] Added the most recommended machine learning course. --- machine learning basics/Readme.md | 2 ++ 1 file changed, 2 insertions(+) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index 871eccc..57dd2b9 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -3,3 +3,5 @@ # Contribututors - georgioupanayiotis - Manavpreet Singh (https://github.com/ManavpreetSingh) +- Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) +- Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) From f4e6bfb997a34016b756d0d01d386516c8fa2609 Mon Sep 17 00:00:00 2001 From: Ritika Agarwal Date: Sat, 5 Oct 2019 15:45:15 +0530 Subject: [PATCH 24/53] Added a python tutorial a youtube tutorial on python3 by sentdex --- python basics/Readme.md | 1 + 1 file changed, 1 insertion(+) diff --git a/python basics/Readme.md b/python basics/Readme.md index 5f500f4..81fdccb 100644 --- a/python basics/Readme.md +++ b/python basics/Readme.md @@ -23,6 +23,7 @@ Python Fundamentals - [Python by freeCodeCamp](https://www.youtube.com/watch?v=rfscVS0vtbw) - [Python for Everybody](https://www.youtube.com/watch?v=8DvywoWv6fI ) - [Python Tutorials by Corey Schafer](https://www.youtube.com/watch?v=YYXdXT2l-Gg&list=PL-osiE80TeTt2d9bfVyTiXJA-UTHn6WwU) +- [Learning to program with Python 3 by sentdex](https://www.youtube.com/watch?v=eXBD2bB9-RA&list=PLQVvvaa0QuDeAams7fkdcwOGBpGdHpXln) - [ ] Feel free to add more resources under this section. It can be link to any youtube channel or ant e-learning app or website. From 8ba8de9b0fc8bc21c5cd09ac26acf3f0b95518b3 Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 15:38:39 +0530 Subject: [PATCH 25/53] Contrib update --- machine learning basics/Readme.md | 1 + 1 file changed, 1 insertion(+) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index 57dd2b9..bbc3447 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -5,3 +5,4 @@ - Manavpreet Singh (https://github.com/ManavpreetSingh) - Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) - Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) +- Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) From d5745495db40d2bc78bd0d1e8ec0297dcc2b0afa Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 15:40:22 +0530 Subject: [PATCH 26/53] Updating Data Exploration using Pandas --- .../Data Exploration using Pandas.ipynb | 1790 +++++++++++++++++ 1 file changed, 1790 insertions(+) create mode 100644 machine learning basics/Data Exploration using Pandas.ipynb diff --git a/machine learning basics/Data Exploration using Pandas.ipynb b/machine learning basics/Data Exploration using Pandas.ipynb new file mode 100644 index 0000000..3af771f --- /dev/null +++ b/machine learning basics/Data Exploration using Pandas.ipynb @@ -0,0 +1,1790 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Learn Data Exploration using Pandas Library in Python" + ] + }, + { + "cell_type": "code", + "execution_count": 202, + "metadata": {}, + "outputs": [], + "source": [ + "#Importing required libraries \n", + "import pandas as pd\n", + "import os\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "#Download the dataset from https://www.kaggle.com/uciml/pima-indians-diabetes-database/download\n", + "os.chdir('Downloads')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'/Users/lakshmikanth/Downloads'" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "os.getcwd()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#Read Dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 192, + "metadata": {}, + "outputs": [], + "source": [ + "#read dataset, reading csv files using pandas\n", + "data = pd.read_csv('diabetes.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#Getting Preview of Data" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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-0.042163 0.036242 0.033561 \n", + "Outcome 0.130548 0.292695 0.173844 \n", + "\n", + " Age Outcome \n", + "Pregnancies 0.544341 0.221898 \n", + "Glucose 0.263514 0.466581 \n", + "BloodPressure 0.239528 0.065068 \n", + "SkinThickness -0.113970 0.074752 \n", + "InsulinValue -0.042163 0.130548 \n", + "BMI 0.036242 0.292695 \n", + "DiabetesPedigreeFunction 0.033561 0.173844 \n", + "Age 1.000000 0.238356 \n", + "Outcome 0.238356 1.000000 " + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.corr()" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ],\n", + " [,\n", + " ,\n", + " ]],\n", + " dtype=object)" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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PregnanciesGlucoseBloodPressureSkinThicknessInsulinValueBMIDiabetesPedigreeFunctionAgeOutcome
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Glucose0.1310.150.0570.330.220.140.260.47
BloodPressure0.140.1510.210.0890.280.0410.240.065
SkinThickness-0.0820.0570.2110.440.390.18-0.110.075
InsulinValue-0.0740.330.0890.4410.20.19-0.0420.13
BMI0.0180.220.280.390.210.140.0360.29
DiabetesPedigreeFunction-0.0340.140.0410.180.190.1410.0340.17
Age0.540.260.24-0.11-0.0420.0360.03410.24
Outcome0.220.470.0650.0750.130.290.170.241
" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cor_mat = data.corr()\n", + "cor_mat.style.background_gradient(cmap='coolwarm').set_precision(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [], + "source": [ + "#separating diabetic/ healthy data\n", + "diabetes = data[data.Outcome != 0]\n", + "healthy = data[data.Outcome ==1]" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 500\n", + "1 268\n", + "Name: Outcome, dtype: int64" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.Outcome.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [], + "source": [ + "die_data = data.Outcome.value_counts().values.tolist()\n", + "die_data_labels = ['Diabetes','Healthy']" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "([,\n", + " ],\n", + " [Text(-0.5025943242672991, 0.9784676515931925, 'Diabetes'),\n", + " Text(0.5025944158780503, -0.9784676045369114, 'Healthy')],\n", + " [Text(-0.27414235869125403, 0.5337096281417413, '65%'),\n", + " Text(0.2741424086607547, -0.5337096024746789, '35%')])" + ] + }, + "execution_count": 89, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" + ], + "text/plain": [ + " null_percent\n", + "Pregnancies 0.00\n", + "Glucose 0.65\n", + "BloodPressure 4.56\n", + "SkinThickness 29.56\n", + "InsulinValue 48.70\n", + "BMI 1.43\n", + "DiabetesPedigreeFunction 0.00\n", + "Age 0.00\n", + "Outcome 0.00" + ] + }, + "execution_count": 157, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "percentage_null = pd.DataFrame((len(data['Outcome']) - (len(data['Outcome']) - data.isnull().sum()))/len(data['Outcome'])*100, columns = ['null_percent'])\n", + "percentage_null = percentage_null.round(2)\n", + "percentage_null" + ] + }, + { + "cell_type": "code", + "execution_count": 159, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 159, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Nbk/yv7Rt+9R3uOYnkrw9ye9dXmjb9mIp5bEkt+Sv7iK6JckX27Z9/sB7H05yb5KfSvLYMWYHAHhDmc1mmUwmmU6n2d3dzdraWsbjcZJkNBp1PB0AwPFczZlG/36S/7OU8tlSyvP7ZxF9oZTyNw9c8yNJdpP8yZH3LvdfO3jd0wcvaNv2G0lePHIdAMCp0zRNptNphsNh1tfXMxwOM51O0zRN16MBABxbadv2O19QyqUkLyf535N8PMnbknwyyb9K8h+0bduWUiZJfq1t23ccee/fT/JgknNt275cSnll/7p/cuS6byb53YOPvB147cNJPpwk119//Xsffvjhk33SU+yFF17IW9/61q7H4HvEfp8t9vtssd/Xvs3NzXzxi1/M+vr6q/u9s7OT97///blw4ULX4/Fd5O/32WK/zxb7fbac1f0eDodfbdv25qPrV/N4Wtn/+lDbtv86SUop/0+SJ5L8dJLL/wV0pfpUrvDaX3fdFetV27afS/K5JLn55pvbjY2Nqxj52rK9vZ2z+LnPKvt9ttjvs8V+X/t6vV7W1taysbHx6n7P5/P0ej17f43z9/tssd9ni/0+W+z3YVfzeNpzSf6Py8Fo3yJ7dx/ddOCat5VS1o689x1JXmzb9pUD170jte9P8pdXPTUAwBvQZDLJeDzOfD7Pzs5O5vN5xuNxJpNJ16MBABzb1dxptExy7grrJcn/t//PTydZS/KeJH984JqjZxg9nSNnF5VSfjjJdUeuAwA4dS4fdr21tZXlcpler5emaRyCDQCcSldzp9HvJ/l3Syk/dGDtJ5N8X/bOOUqSLyd5PsnPX76glPKWJB9M8viB9z2e5P2llLcdWLs1yUvZe9wNAOBUG41GefLJJ3PhwoU8+eSTghEAcGpdTTT6XJJ/neSxUsoHSym3JfnvknypbdtFkrRt++0k9yS5u5Tyn5dSNpP8j/vf//4D3+uBJJeSfKGU8jP7h1x/NMl9bds+v6oPBQAAAMDr85qPp7Vt+3wp5aeT/NMkD2fvLKN/nuS/OHLpPdmLRL+R5AeTfCXJz7Zt++cHvtdz+0Hps0key945Rp/OXjgCAAAA4A3ias40Stu2/1eSD7zGNW2SZv/rO133VPZ+6xoAAAAAb1BX83gaAAAAAGeMaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAAAAACqiEQAAAAAV0QgAYIVms1n6/X42NzfT7/czm826HgkA4ETWux4AAOBaMZvNMplMMp1Os7u7m7W1tYzH4yTJaDTqeDoAgONxpxEAwIo0TZPpdJrhcJj19fUMh8NMp9M0TdP1aAAAxyYaAQCsyHK5zGAwOLQ2GAyyXC47mggA4OREIwCAFen1elksFofWFotFer1eRxMBAJycaAQAsCKTySTj8Tjz+Tw7OzuZz+cZj8eZTCZdjwYAcGwOwgYAWJHLh11vbW1luVym1+ulaRqHYAMAp5JoBACwQqPRKKPRKNvb29nY2Oh6HACAE/N4GgAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAVmg2m6Xf72dzczP9fj+z2azrkQAATmS96wEAAK4Vs9ksk8kk0+k0u7u7WVtby3g8TpKMRqOOpwMAOB7RCABgRZqmyW233Zatra0sl8v0er3cdtttaZpGNAIATh3RCABgRZ566qlcvHgxDz300Kt3Gt1+++159tlnux4NAODYnGkEALAib3rTm7K1tZXhcJj19fUMh8NsbW3lTW96U9ejAQAcmzuNAABW5OWXX84999yT+++/P9/4xjdy44035uLFi3n55Ze7Hg0A4NjcaQQAsCI33HBDXnnllSRJ27ZJkldeeSU33HBDl2MBAJyIO40AAFbo/Pnzh840uu2227oeCQDgREQjAIAV+da3vpXPf/7zh3572ic/+cn84i/+YtejAQAcm8fTAABWpNfr5Z3vfGeefPLJXLhwIU8++WTe+c53ptfrdT0aAMCxiUYAACsymUwyHo8zn8+zs7OT+Xye8XicyWTS9WgAAMfm8TQAgBUZjUZJcujxtKZpXl0HADhNRCMAgBUajUYZjUbZ3t7OxsZG1+MAAJyYx9MAAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAIAVms1m6ff72dzcTL/fz2w263okAIATWe96AACAa8VsNstkMsl0Os3u7m7W1tYyHo+TJKPRqOPpAACOx51GAAAr0jRNptNphsNh1tfXMxwOM51O0zRN16MBABybaAQAsCLL5TKDweDQ2mAwyHK57GgiAICTE40AAFak1+tlsVgcWlssFun1eh1NBABwcqIRAMCKTCaTjMfjzOfz7OzsZD6fZzweZzKZdD0aAMCxOQgbAGBFLh92vbW1leVymV6vl6ZpHIINAJxKohEAwAqNRqOMRqNsb29nY2Oj63EAAE7M42kAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgBYoa2trZw/fz7D4TDnz5/P1tZW1yMBAJzIetcDAABcK7a2tvLAAw/k3nvvzU033ZSnnnoqd911V5Lk/vvv73g6AIDjcacRAMCKPPjgg7n33ntz55135vz587nzzjtz77335sEHH+x6NACAYxONAABW5NKlS7njjjsOrd1xxx25dOlSRxMBAJycaAQAsCLnzp3LAw88cGjtgQceyLlz5zqaCADg5JxpBACwIr/8y7/86hlGN910U+67777cdddd1d1HAACngWgEALAilw+7vvvuu3Pp0qWcO3cud9xxh0OwAYBTyeNpAAArdP/99+fb3/525vN5vv3tbwtGAMCpJRoBAAAAUBGNAABWaDabpd/vZ3NzM/1+P7PZrOuRAABOxJlGAAArMpvNMplMMp1Os7u7m7W1tYzH4yTJaDTqeDoAgONxpxEAwIo0TZPpdJrhcJj19fUMh8NMp9M0TdP1aAAAxyYaAQCsyHK5zGAwOLQ2GAyyXC47mggA4OQ8ngYAsCK9Xi+/8Au/kMcffzyXLl3KuXPncsstt6TX63U9GgDAsbnTCABgRW644YY8+uijuf322/PYY4/l9ttvz6OPPpobbrih69EAAI7NnUYAACvyxBNP5H3ve18eeuih/M7v/E7OnTuX973vfXniiSe6Hg0A4NhEIwCAFbl06VK++c1v5vHHH3/1t6f90i/9Ui5dutT1aAAAx+bxNACAFSml5AMf+MCh3572gQ98IKWUrkcDADg2dxoBAKxI27Z58MEH8573vCc33XRT7rvvvjz44INp27br0QAAjk00AgBYkR/90R/Nm9/85vzqr/5q2rZNKSXvfe9789JLL3U9GgDAsXk8DQBgRYbDYb7+9a/nU5/6VB5//PF86lOfyte//vUMh8OuRwMAODZ3GgEArMh8Ps9dd92Vhx56KMvlMr1eL3fddVceffTRrkcDADg20QgAYEWWy2W+9rWv5bd/+7ezvb2djY2NvPLKK/nEJz7R9WgAAMfm8TQAgBXp9XpZLBaH1haLRXq9XkcTAQCcnGgEALAik8kk4/E48/k8Ozs7mc/nGY/HmUwmXY8GAHBsHk8DAFiR0WiUJNna2nr1TKOmaV5dBwA4TdxpBAAAAEDFnUYAACsym80ymUwynU6zu7ubtbW1jMfjJHG3EQBw6rjTCABgRZqmyXQ6zXA4zPr6eobDYabTaZqm6Xo0AIBjE40AAFZkuVxmMBgcWhsMBlkulx1NBABwcqIRAMCK9Hq9LBaLQ2uLxSK9Xq+jiQAATk40AgBYkclkkvF4nPl8np2dnczn84zH40wmk65HAwA4NgdhAwCsyOXDrre2trJcLtPr9dI0jUOwAYBTSTQCAFih0WiU0WiU7e3tbGxsdD0OAMCJeTwNAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAIAVms1m6ff72dzcTL/fz2w263okAIATWe96AACAa8VsNstkMsl0Os3u7m7W1tYyHo+TJKPRqOPpAACOx51GAAAr0jRNptNphsNh1tfXMxwOM51O0zRN16MBABybaAQAsCLL5TKDweDQ2mAwyHK57GgiAICTE40AAFak1+tlsVgcWlssFun1eh1NBABwcqIRAMCKTCaTjMfjzOfz7OzsZD6fZzweZzKZdD0aAMCxOQgbAGBFLh92vbW1leVymV6vl6ZpHIINAJxKohEAwAqNRqOMRqNsb29nY2Oj63EAAE7M42kAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAKzQbDZLv9/P5uZm+v1+ZrNZ1yMBAJzIetcDAABcK2azWSaTSabTaXZ3d7O2tpbxeJwkGY1GHU8HAHA87jQCAFiRpmkynU4zHA6zvr6e4XCY6XSapmm6Hg0A4NhEIwCAFVkulxkMBofWBoNBlstlRxMBAJycaAQAsCK9Xi+LxeLQ2mKxSK/X62giAICTE40AAFZkMplkPB5nPp9nZ2cn8/k84/E4k8mk69EAAI7NQdgAACty+bDrra2tLJfL9Hq9NE3jEGwA4FQSjQAAVmg0GmU0GmV7ezsbGxtdjwMAcGIeTwMAAACgIhoBAAAAUBGNAAAAAKgcOxqVUm4opbxQSmlLKW89sF5KKXeXUv6slPJSKeUPSyk/doX331RKuVBKebGU8q1SysdKKWuv94MAAAAAsDonudPoHyV54Qrrv57kI0nuTfLB/Wu+VEr5G5cvKKX8QJIvJWmTfCjJx5L8wyS/dYI5AADecGazWfr9fjY3N9Pv9zObzboeCQDgRI7129NKKX8nyd9N8vHsxaPL6+ezF40+0bbtZ/fX/ijJnyb5lSS/uX/pHUnenOTn2rZ9PskflFLenuSjpZRP7q8BAJxKs9ksk8kk0+k0u7u7WVtby3g8TrL3W9UAAE6Tq77TaP8Rsvuzd3fQXxx5+SeSvD3J711eaNv2YpLHktxy4LpbknzxSBx6OHsh6aeONTkAwBtM0zSZTqcZDodZX1/PcDjMdDpN0zRdjwYAcGzHeTztjiTnk/yzK7z2I0l2k/zJkfXl/msHr3v64AVt234jyYtHrgMAOHWWy2UGg8GhtcFgkOVy2dFEAAAnd1WPp5VSfjDJf53kP2nb9pVSytFLfiDJC23b7h5Zfy7JW0opb2rb9uX96/7yCj/iuf3XrvSzP5zkw0ly/fXXZ3t7+2pGvqa88MILZ/Jzn1X2+2yx32eL/b723XjjjfnsZz+bH//xH391v7/2ta/lxhtvtPfXOH+/zxb7fbbY77PFfh92tWcaNUn+t7Zt/8V3uKa9wlq5wmt/3XVXWk/btp9L8rkkufnmm9uNjY3XHPZas729nbP4uc8q+3222O+zxX5f+z7+8Y+/eqbR+fPn07Zt7r///nz84x+399c4f7/PFvt9ttjvs8V+H/aa0aiU8qNJbk/yk6WUd+wvv2X/z+8vpexm706ht5VS1o7cbfSOJC+2bfvK/r8/t7921PfnyncgAQCcGpcPu97a2spyuUyv10vTNA7BBgBOpau50+jfSvJ9Sf7oCq99M8k0yf+QZC3Je5L88YHXj55h9HSOnF1USvnhJNcduQ4A4FQajUYZjUb+TyUAcOpdzUHYiyTDI1/37r/2gST/KMmXkzyf5Ocvv6mU8pYkH0zy+IHv9XiS95dS3nZg7dYkL6En2SwAACAASURBVCV54mQfAQDgjWM2m6Xf72dzczP9fj+z2azrkQAATuQ17zRq2/YvkmwfXCulvHv/H//Xtm1f2F+7J8lHSinPZe+uoTuzF6XuP/DWB5L8gyRfKKXcm+RvJflokvvatn3+dXwOAIDOzWazV8802t3dzdraWsbjcZJ4RA0AOHWu5k6jq3VP9g7M/o0kv5/k7Ul+tm3bP798Qdu2zyXZzN6jbI8l+a0kn07yX61wDgCATjRNk+l0muFwmPX19QyHw0yn0zRN0/VoAADHdrW/Pe2Qtm0/n+TzR9ba7EWj7/hfRW3bPpXkp0/ycwEA3siWy2UGg8GhtcFgkOVy2dFEAAAnt8o7jQAAzrRer5fFYnFobbFYpNfrdTQRAMDJnehOIwAAapPJJLfeemuuu+66PPvss3nXu96Vixcv5jOf+UzXowEAHJs7jQAAvgtKKV2PAADwuohGAAAr0jRNHnnkkTzzzDO5cOFCnnnmmTzyyCMOwgYATiXRCABgRRyEDQBcS0QjAIAVcRA2AHAtEY0AAFZkMplkPB5nPp9nZ2cn8/k84/E4k8mk69EAAI7Nb08DAFiR0WiUJNna2spyuUyv10vTNK+uAwCcJqIRAMAKjUajjEajbG9vZ2Njo+txAABOzONpAAAAAFREIwAAAAAqohEAwArNZrP0+/1sbm6m3+9nNpt1PRIAwIk40wgAYEVms1kmk0mm02l2d3eztraW8XicJA7DBgBOHXcaAQCsSNM0mU6nGQ6HWV9fz3A4zHQ6TdM0XY8GAHBsohEAwIosl8sMBoNDa4PBIMvlsqOJAABOTjQCAFiRXq+XxWJxaG2xWKTX63U0EQDAyTnTCABgRSaTSW699dZcd911efbZZ/Oud70rFy9ezGc+85muRwMAODZ3GgEAfBeUUroeAQDgdRGNAABWpGmaPPLII3nmmWdy4cKFPPPMM3nkkUcchA0AnEqiEQDAijgIGwC4lohGAAAr4iBsAOBaIhoBAKzIZDLJeDzOfD7Pzs5O5vN5xuNxJpNJ16MBAByb354GALAio9EoSbK1tZXlcpler5emaV5dBwA4TUQjAIAVGo1GGY1G2d7ezsbGRtfjAACcmMfTAAAAAKiIRgAAAABURCMAAAAAKs40AgC4glJKpz+/bdtOfz4AgDuNAACuoG3b1/X1rrt+/3W9HwCga6IRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREIwAAAAAqohEAAAAAFdEIAAAAgIpoBAAAAEBFNAIAAACgIhoBAAAAUBGNAAAAAKiIRgAAAABURCMAAAAAKqIRAAAAABXRCAAAAICKaAQAAABARTQCAAAAoCIaAQAAAFARjQAAAACoiEYAAAAAVEQjAAAAACqiEQAAAAAV0QgAAACAimgEAAAAQEU0AgAAAKAiGgEAAABQEY0AAAAAqIhGAAAAAFREI/j/2bv3MLuq+v7j728uQLjFFAVLq1JBcUIUUdQKETNEA0jBC1qZaLUySvmh0QoikdECyiCItSooCIyIVQbFKiIoASRRI9KK4qVkvEANqCgIhnAnJPP9/bH2CSdzAoZczp6Z8349zzxM9uwzZw377Ntnr/VdkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJklr8xdAoIl4XEZdExO8j4t6I+FFE9IxYJyLiuIj4bUQ8EBHfjYjnruV3TY+Ib0fE/RFxa0R8MCImbsw/SJIkSZIkSRtuXXoaHQXcC7wbOBhYCFwQEfOa1pkPfAA4FTioWv+qiHhyY4WImAZcBSTwSuCDwNHAiRv+Z0iSJEmSJGljmrQO6xyUmXc0/fvqiNiREiadHhFbUEKjD2fmGQAR8QNgKfAO4P3V644ApgCvycy7gSsjYlvghIj4SLVMkiRJkiRJo8Bf7Gk0IjBquB7Yvvp+L2Bb4MtNr7kP+AZwQNNrDgAWjAiHLqQESS99fM2WJEmSJEnSprS+hbD3ApZU3z8LWAX8esQ6Q9XPaFrvF80rZOYtwP0j1pMkSZIkSVLNHndoFBGzKTWJPlUtmgbcm5mrRqy6DNgyIjZrWu+utfzKZdXPJEmSJEmSNEqsS02j1SJiJ+AC4OuZ+bmmH+XaVl/Lzx5tvbUtb7zn4cDhADvssAOLFi1a5/aOF/fee29H/t1jVXd3d63vv3DhwlrfX4+P+3dncXt3Hrd353D/7ixu787i9u4sbu81rXNoFBF/BXwLuAV4Y9OPlgHbRMTEEb2NngDcn5kPN633hLX86qmsvQcSAJl5NnA2wJ577pmzZs1a1yaPG4sWLaIT/+6xKvNRM9B1stP8y1h6yoEbqTUa7dy/O4vbu8Ncfpnbu4O4f3cWt3dncXt3Frf3mtZpeFpEbAlcCmwGHFgVum74BTAR2GXEy0bWMPoFI2oXRcRTgK1GrCdJkiRJkqSa/cXQKCImARcBzwAOyMzbR6xyDXA38Lqm12wJHETpmdTwLWC/iNimadnrgQeA76xX6yVJkiRJkrRJrMvwtE8DrwDeBfxVRPx908+uz8wHI+IU4AMRsYzSa+goSiB1etO6ZwHvBL4aEacCTwdOAD6WmXdv8F8iSZIkSZKkjWZdQqM51X8/sZaf/R2wFDiFEhK9D9gOuA54eWbe1lgxM5dVM6+dAXyDUsfoPyjBkSRJkiRJkkaRvxgaZeZO67BOAv3V12OttwTYd10bJ0mSJEmSpHqsUyFsSZIkSZIkdZZ1GZ4mSZI0Ju1+4hUsf+Dh2t5/p/mX1fK+U6dM5qfHz/nLK0qSJD0GQyNJkjRuLX/gYZaecmAt771o0SJmzZpVy3vXFVZJkqTxxeFpkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqManuBkij0e4nXsHyBx6u7f13mn9ZLe87dcpkfnr8nFreW5IkSZI0uhgaSWux/IGHWXrKgbW896JFi5g1a1Yt711XWCVJkiRJGn0cniZJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWoxqe4GSFInGhwcpL+/n6GhIbq6uujr66Onp6fuZknjzjZd83n2+fPra8D59bztNl0AB9bz5pIkadwwNJKkNhscHKSvr4+BgQFWrVrFxIkT6e3tBTA4kjaye4ZOYekp9YQnixYtYtasWbW8907zL6vlfSVJ0vji8DRJarP+/n4GBgbo7u5m0qRJdHd3MzAwQH9/f91NkyRJkqTVDI0kqc2GhoaYOXPmGstmzpzJ0NBQTS2SJEmSpFaGRpLUZl1dXSxevHiNZYsXL6arq6umFkmSJElSK0MjSWqzvr4+ent7WbhwIStXrmThwoX09vbS19dXd9MkSZIkaTULYUtSmzWKXc+bN2/17Gn9/f0WwZYkSZI0qhgaSWvhFM2SJEmSpE5naCSthVM0a1MaHBykr6+PgYEBVq1axcSJE+nt7QWwt5EkSZKkUcOaRpLUZv39/QwMDNDd3c2kSZPo7u5mYGCA/v7+upsmSZIkSavZ00iS2mxoaIiTTz6Z2bNnk5lEBLNnz2ZoaKjupkmSJEnSavY0kqQ2mzJlCldddRVHHHEE3/jGNzjiiCO46qqrmDJlSt1NkyRJkqTV7GkkSW123333MXnyZM4991zOPPNMJk+ezOTJk7nvvvvqbpokSZIkrWZPI0mqwcqVK9luu+2YMGEC2223HStXrqy7SZIkSZK0BkMjSarBtttuy2233cbw8DC33XYb2267bd1NkiRJkqQ1GBpJUg2WL1/O9OnTGRwcZPr06SxfvrzuJkmSJEnSGqxpJEk12HbbbVmyZAk9PT1EBNtuuy1333133c2SJEmSpNUMjSSpBvfccw8f/ehHmT59OkuWLOE973lP3U2SJEmSpDUYGklSm0UE06dP57jjjuOhhx5i8803Xx0eSZIkSdJoYWgkSRsgItbrdTfccMPq7x966KHV/368vy8z1+v9JUmSJOkvsRC2JG2AzFyvrzlz5qwOiCKCOXPmrNfv0dgwODjIjBkzmD17NjNmzGBwcLDuJkmSJEl/kT2NJKkGCxYsAGCn+Zex9JQDa26NNqXBwUH6+voYGBhg1apVTJw4kd7eXgB6enpqbp0kSZL06OxpJEnSJtTf38/AwADd3d1MmjSJ7u5uBgYG6O/vr7tpkiRJ0mOyp5H0KHaaf1l9b355Pe89dcrkWt5XGs+GhoaYOXPmGstmzpzJ0NBQTS2SJEmS1o2hkbQWdQ4XcriSNL50dXWxePFiuru7Vy9bvHgxXV1dNbZKkiRJ+sscniZJ0ibU19dHb28vCxcuZOXKlSxcuJDe3l76+vrqbpokSZL0mOxpJEnSJtQodj1v3jyGhobo6uqiv7/fItiSJEka9QyNJEnaxHp6eujp6WHRokXMmjWr7uZIkiRJ68ThaZIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJElqYWgkSZIkSZKkFoZGkiRJkiRJamFoJEmSJEmSpBaGRpIkSZIkSWphaCRJkiRJkqQWhkaSJEmSJI0wODjIjBkzmD17NjNmzGBwcLDuJkltN6nuBkiSJEmSNJoMDg7S19fHwMAAq1atYuLEifT29gLQ09NTc+uk9rGnkSRJkiRJTfr7+xkYGKC7u5tJkybR3d3NwMAA/f39dTdNaitDI0mSJEmSmgwNDTFz5sw1ls2cOZOhoaGaWiTVw+Fpkjre7idewfIHHq7t/Xeaf1kt7zt1ymR+evycWt5bkiRpNOvq6mLx4sV0d3evXrZ48WK6urpqbJXUfoZGkjre8gceZukpB9by3osWLWLWrFm1vHddYZUkSdJo19fXR29v7+qaRgsXLqS3t9fhaeo4hkaSJEmSJDVpFLueN28eQ0NDdHV10d/fbxFsdRxDI0mSNK7V2qvu8vqGn0qSNkxPTw89PT219gyX6mZoJEmSxq26hp5CCavqfH9J0oYZHBykv79/dU+jvr4+exqp4xgaSZIkSZLUZHBwkL6+vtU1jSZOnEhvby+AwZE6iqGRJEmSJElN+vv72W677Zg9ezaZSUTw/Oc/37pG6jiGRpI63jZd83n2+fPra8D59bztNl0ADp2RJEka6YYbbgBg2rRp3HXXXTzhCU/guuuuq7lVUvsZGknqePcMnVJb3ZE6CyvWWhxYksYJa55I49eECRNYtmwZAMuWLWPChAkMDw/X3CqpvQyNJEmSpPVgzRNpfBseHubggw/mLW95C+eddx6XXHJJ3U2S2m5C3Q2QJEmSxqL+/n4GBgbo7u5m0qRJdHd3MzAwQH9/f91Nk7QR7Ljjjtx0000ccsgh3HTTTey44451N0lqO0MjSZIkaT0MDQ0xc+bMNZbNnDmToaGhmlokaWO69dZb2Wefffj617/OPvvsw6233lp3k6S2MzSSJGkTGxwcZMaMGcyePZsZM2YwODhYd5MkbQRdXV0sXrx4jWWLFy+mq6urphZJWpuIeNxfDWeeeSYHHXQQZ5555nr/Pmkss6aRJEmbkDVPpPGrr6+P3t7e1fv3woUL6e3tdXiaNMpk5uN+zX777ccVV1zBtGnTWHbXXUx7whNYtmwZc+bMYcGCBZugldLoZGgkSdQ8k9jl9bz31CmTa3nfTtPf38/cuXOZN2/e6tmV5s6dS39/v6GRNMY19uHm/dt9WxofFixYwH777ceVV14Jmdx1110GRupIhkaSOt7SUw6s7b13mn9Zre+vTW/JkiXcd999fPazn13d0+iwww7j5ptvrrtpkiTpMTQCIq/X1MkMjSRJ2oQ222wz5s2bR3d3N4sWLWLWrFnMmzeP4447ru6mSdpADj+VJI13hkaSJG1CK1as4IwzzmCPPfZYXfPkjDPOYMWKFXU3TdIGcvipJGm8MzSSJGkTmj59Oq961atabiovvvjiupsmaQMtWbKE+++/v6Wn0dKlS+tumiRJG4WhkSRJm1BfX99ah684u5I09m222Wbstddea4TCe+21F7feemvdTZMkaaMwNJIkaRNydiVp/FqxYgUXXHAB22+/PcPDw9xxxx1ccMEFdTdLkqSNxtBIkqR1FBEb/DtuuOEG5s6dy9y5cx/3azNzg99f0sYzceJEhoeHue222wC47bbbmDBhAhMmTKi5ZZIkbRye0SRJWkeZuUFfTzv20g16vaTRZeXKlQwPD3PwwQfzta99jYMPPpjh4WFWrlxZd9MkSdooDI0kSZKk9bTHHntw0003ccghh3DTTTexxx571N0kSZI2GoenSZIkSevp97//PRdeeOHqQveHHnpo3U2SJGmjMTSSJEmS1tPdd9/NYYcdxi233MJTn/pU7r777rqbJEnSRmNoJEmSpI63voXuH3zwQZYuXQqw+r/r8/usWyZJGo2saSRJkqSOt74F6ufMmbM6IIoI5syZY6F7SdK4YWgkSZIkracFCxYwPDzM0469lOHhYRYsWFB3kyRJ2mgMjSRJkiRJktTC0EiSJEmSJEktLIQtbWTrW0hzjd9x6vq/1roIkiRJkqSNwZ5G0ka2voU0G18LFy7coNdLkiRJkrQxGBpJkiRJkiSphcPTJKkGg4OD9Pf3c/OSIWZc2kVfXx89PT11N0uSJGlU2v3EK1j+wMO1vf9O8y+r5X2nTpnMT4+fU8t7S2BoJEkbZGPUsLrhhhuYO3cuc+fOfdyvdUiiJEnqBMsfeJilpxxYy3svWrSIWbNm1fLedYVVUoPD0yRpA6xP3anddtuNq6++eo0aVldffTW77babNawkSZIkjRqGRpLUZkNDQ8ycOXONZTNnzmRoaKimFkmSJElSK4enSVKbdXV1sXjxYrq7u1cvW7x4MV1dXTW2qnNYE0Eav9y/JUnauAyNJKnN+vr66O3tZWBggFWrVrFw4UJ6e3vp7++vu2kdwZoI0vjl/i1J0sZlaCRJbdaYJW3evHkMDQ3R1dVFf3+/s6dJkiRJGlWsaSRJNbjmmmu48cYbGR4e5sYbb+Saa66pu0mSJEmStAZ7GklSm82bN4+zzjqLU089lenTp7NkyRKOPfZYAE4//fSaWydJY9c2XfN59vnz62vA+fW87TZdAPUMy5MkjW+GRpLUZueccw6nnnoqRx11FIsWLeKoo44C4LjjjjM0kqQNcM/QKdY0kiRpIzI0kqQ2e+ihhzjiiCPWWHbEEUdw9NFH19SizmJPBEmSxh7P31I9DI0kqc0233xzzjrrrNU9jADOOussNt988xpb1TnsiSBJ0tjj+Vuqh6GRJLXZ2972No455hhOO+00br/9drbffntuv/12jjzyyLqbJkljXq03WJfX895Tp0yu5X0lSeOfoZEktdlee+3F5z//ee68806Gh4e588472Xrrrdlrr73qbpokjWl19UKAElbV+f6SJG0KE+pugCR1mv7+fi6++GJWrFjBwoULWbFiBRdffDH9/f11N02SJEmSVrOnkSS12dDQEDNnzlxj2cyZMxkaGqqpRZIkSaOfw0+l9jM0kqQ26+rqYvHixXR3d69etnjxYrq6umpslSRJ0ujl8FOpHoZGktRmfX199Pb2MjAwwKpVq1i4cCG9vb0OT2sjn1RKktQ5ImLDf8ep6//azNzg95fqYmg0ig0ODtLf38/Q0BBdXV309fXR09NTd7MkbaDGfjxv3rzV+3d/f7/7d5v4pFKSpM6yoaHNokWLmDVr1sZpjDTGGBqNUoODg/T19a3uiTBx4kR6e3sBvLGUxoGenh56enq8CJEkSZI0ahkajVL9/f3MnTt3jZ4Ic+fOtTeCJEnSJuDwFUmSWhkajVJLlizhlltu4cEHH2R4eJhf/epXfPKTn+Tee++tu2mSJEnjjsNXJElqZWg0SkUE9913H6eddhrTp09nyZIlHHPMMRvlKZgkSZIkSdJfMqHuBmjthoeHmTp1KnvssQeTJk1ijz32YOrUqQwPD9fdNEmSJEmS1AHsadQG69s7aNmyZey7774b/PscIy9J0uNnjRtJktTp7GnUBpn5uL8mTZrEtGnTuPrqq3nqey7m6quvZtq0aUyaNOlx/y5JkvT4rc/5u/lr4cKFG/R6SZKkuhkajVJHHHEEy5cvp6enh1s++ip6enpYvnw5RxxxRN1NkyRJkiRJHcDhaaPU6aefDsA555wDwF133cWRRx65erkkSZIkSdKmZE+jUez000/nwQcf5GnHXsqDDz5oYCRJkiRJktrG0EiSJEmSJEktHJ4mSdI6cjYtSZIkdZK2h0YRMR04HXgxcBdwLnBiZq5qd1sej91PvILlDzxc2/vvNP+yWt536pTJ/PT4ObW8tySNNhsa2ixatIhZs2ZtnMZIktpu4sSJDA8Pr/73hAkTWLVqVN/GSNIGaWtoFBHTgKuAJcArgZ2Bf6cMk3t/O9vyeC1/4GGWnnJgLe9d501GXWGVJEmSNJqMDIwAhoeHmThxosGRpHGr3T2NjgCmAK/JzLuBKyNiW+CEiPhItWxU2qZrPs8+f359DTi/nrfdpgugnrBMkiRJGi2aA6P3v//9nHTSSS3LJWm8aXdodACwYEQ4dCFwKvBS4Bttbs86u2foFHsaSZIkSR0uM1m0aBEf+tCHNkqtO0kazdodGj0LuLp5QWbeEhH3Vz8btaER1BygXF5fTSNJkiRptNmQmqM3n/oP6/2+awuKHm949LRjL13v97fmqDpBXfv3xjDe9u9o50wsEfEwcExmfnzE8t8Bn8/M49bymsOBwwF22GGH51944YVtaevG1N3dXev7L1y4sNb31+Nz7733svXWW9fdDLWJ27uzuL07i9u7s7i922/ezfPqbkJtTn/a6XU3oaO4f7ef+3f7dXd3/ygz9xy5vO2zpwFrS6niUZaTmWcDZwPsueeeORZnnXG2HT0ebu/O4vbuLG7vzuL27ixu7/b7OT9v6/s9Vm+idj6IV/u5f7dfu/fvZm7vNU1o8/stA56wluVTgbva3BZJkiRJWiePFgwZGEkaz9odGv2CUrtotYh4CrBV9TNJkiRJGpUyk8xk4cKFq7+XpPGs3aHRt4D9ImKbpmWvBx4AvtPmtkiSJEmSJOlRtDs0Ogt4CPhqRLysKnJ9AvCxzLy7zW2RJEmSJEnSo2hrIezMXBYRs4EzgG9Q6hj9ByU4kiRJkiRJ0ijR9tnTMnMJsG+731eSJEmSJEnrrt3D0yRJkiRJkjQGGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJIxSfAwAAIABJREFUkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZIkSZJaGBpJkiRJkiSphaGRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJklpEZtbdhnUWEX8Cbq67HTV4InBH3Y1Q27i9O4vbu7O4vTuL27uzuL07i9u7s7i9O0unbu+nZeaTRi4cU6FRp4qI6zJzz7rbofZwe3cWt3dncXt3Frd3Z3F7dxa3d2dxe3cWt/eaHJ4mSZIkSZKkFoZGkiRJkiRJamFoNDacXXcD1FZu787i9u4sbu/O4vbuLG7vzuL27ixu787i9m5iTSNJkiRJkiS1sKeRJEmSJEmSWhgaSZIkSZIkqYWhkSRJkiRJkloYGkmSJEmSJKmFoZEkSZK0kUTEFhHxlLrbIUnSxmBoJAAiYmL1Xz8TY1RERN1t0Nixts+Ln6Hxq3GMb/7e7T3+uE3rV11HLQAuiohd6m6PtLE1H2c68Ziztnsl75800sh9Y6zvK37ARURMysxVEbEV8KmIOKTuNunxiYiJmZl1t0NjQ/PnJSKmVU/FN8vM9MJn/Km296rq+3nAv0TEVh4zxr7mMBDAbVq/zBwGTgSeDnzC4EjjSXXPkBExMSImAVPqblM7VX//cERMqq6fngSr93sJWPt92Vg/P0+quwGqV0RMyMyVEbENcA1wL3BnRHwdWDXWP+CdYMQN4XuB5wD3AD/PzE/X2jiNOtU+3/i8fAJ4IbAVcHNEHJOZv6i1gdqoRmzvC4E9gfOAbYH76mybNsyIY/+RwDOBO4EfZ+ZltTauA1XB+wqAzLw6Il4NfAP4ZES8MzNvrLeF0oYZcc9wHvAU4PaI+FRmXl5z8za56pjb+Pu/CDwDWBURvwD+FfhD45iszjXi3Hwy5dz8N8CXgKsy838jIsbaPXaMsfZqE4iIzYFvAw8BbwN+m5kPVyeH4ab1xtwHvJNExEXAi4HrgC2AFwFXAcdk5tIam6ZRKCIuAF4CfBrYBtgNmA0cBnw1M1fW2DxtZBFxJvAy4K3ATzJz+Yifr3G819gREV+hHO9/C0ykPDj4BHBqZi6rs22douqp/WPKw5rXNi2fCVwCXAsYHGnMatwDRMRmlM/zQ8BvKMHRi4HDMvPzdbaxHSJiS+B/gDso+/YK4C3ANOBdwDcNjgSr78v2Ai4FnkTZVwDek5nfqa1h68meRgJ4HrA98IbM/D9YfaHzsoh4GFiQmdcZGI1eEfFm4AXAG4HvVcMNe4FzgEsj4hZvCNUQEftQepwcTtm/hyPihcBBwHOBr1brGRSPAxHxZEqocFrjQiUi/gb4B8qx/wuZ+RuDo7EnIt5BOfa/AfjvzHwoIv4NOAH4QURc4j7cFv+P0uvgyRFxYWYeCpCZiyPiIEqPo9OrHke/rrOh0uPVODdUw9FeCiwF3puZN1bDL98DfK7qYXFenW1tg38EhoF5mflzgIi4HziX8sB2uFrm9VMHi4jXUa6zXwdcl5krIuL/AZ+i3F9/d6x9PgyNBPAgEMDfVQe+NwDvBf4XmAHsHxGHZObtNbZRj60LuB34YRUY7QKcAlwIfNkbwc62ljDgKcCTgRurC8FdgMspn5eTGt2vM/MeL3zGnrVs722AnYA/VGHRPsAZlOHI2wLviojnZ+bNbW+sNtRzgBt4JDDaBXgHZV++wn23ba4H7ga+AzwzIr7S6HGUmd9vCo4+aXCksaa6TtgM+BqwNfBAo9dcFRydDCQwUF0yfK6+1m5yXcCUpsDoDcDZwHGZeVE1dO0ej70d728ovdBuqgKjvwNOogxr/HDVa2/7sXRvbcHTDjOyaGblj8BPgA8Cl1FCozdl5nMpvZD2plyYahR4lOr7k4DhzLwvInaldJ29GnhbZj4QEf8WEW9qa0M1KjQHCFWNDYAHgPuB2yJiZ8rn5Urg8My8v3oa8omI2NwLn7GletLb2N7TAaob1P8CLqYMRf4EMEDpNj0LeBhwAoRRbmSR+urfW1Hqaz7UdOxfyJrH/pfV0NyO0DgfZ+a3gQuAXSnXUbtHxJca62Xm9yk9OV9ECY4sjq0xparX9XvKZ3jX6gFE42e3AB8GzgLOjYi319PKjetR7pluo4QBREQP8J/ABzLzlKon1kcj4rg2NlOj0zRgm8y8rdpXfkQpGXJEdZ39ZuANVYmYMcHQqIPEI7OkTYmIAyKiJyJmZOYfgCOB+ZRCbi/LzAuqg99UYIjyBE01izVnvdqx6UfXAy+MiMOA71FuDHurEOnvKEOOnlZtU3WIqpdQI0D4AnBC9XlYCGxGudi5FriCUo/g3urktjeli/XaLpg0So0ovvgpys3pPwFk5tsoNetOAF6fme/NzN9TimH/Gbi1nlZrXTXty3/d9O8hYO+I2B9YTDn2v7U69u9CGbo2fWTgpI2jelo8ufrnhZRhOzdQeh7MjFJ8vrFuIzh6HvD5iHh6m5srrbPmY0ZTOHo48FFgB+Do5uvQKjg6BfgyMPdRHnCOKdU905YRcXBEbFEt/m/gWRHxVeB84P2Z+eHqZ12U4Fgd4lGCRSh1jFZGxNnAzyi9+f+lOjc/FXgNpc7RmHkwayHsDtE0HnkbyoXlX1HG3k6lFMI9PzOvb1p/c8rB75PASkqQ5BCnGo24IfwPypCTizJzQbXsy8BrKYHAy6vt/WSgnzIcZb9GzSqNf83DyiLi+ZThSMcB11Y9EN4InEo5YT03M++IiJ2ADwD7AbMz85e1NF4bpDoWvAB4P/D9RyuEHxF/S9nesynb2+Fpo1xEDABPA96VmTdExBTKMf+FwDcy85XVettTbuBeDOzvtt14ImJr4O3AD4BrGpMGVDcPVwK3ZuYbI+JoyoO47zdqHFXrzQI+C8yqbrSlUaV6yLyy6eHxVsCfMvOB6ucfBw6lhCafyMxbm167Q7Xu8Fgd3j7ievtc4BVAHzCYmQ9GxLGUnlVXA68HlgHPp/TiXUXZty2GPc6N+Jy8GLgLuDMzb4+IvwI+QqmBdTPwvCyTTP01ZZjavpR7tTEzOYK9DsapkQfqpvHIl1Aq/vcCN1JmT/oisEtE/Etm/r76oB8DdFcvn1293iKpNam2Z+PA1LghPI1Sd6qh8aTjVcCJEfFEypjavSjb0MCogzQFRp+hXPDdTal78kC1yjeBKcC/A9+KiFWULtc7A68wMBqbIuJdlIvX1wE/q8bSbw5smU0zaUUplvw84O8pgbKhwthwGeVJ/gci4sTMHIqI+cCHgBdHxOHA31LqEXYDL3XbbjzVTfT1lOPk9cCdEXEMZart2yPi3cA3I+JgSlA/CTgy1iyOvSgidms6FkujRqw5rfxFlHp4zwCujIivZ+aZmfmvVU+iNwMZEZ9sBEeZeVv1e8bkPUMjCKjC4TdSQqAnAe8DhqPMPPsxygO3UyjDvp9ImU3uAWDf6vWrAwWNT033ZRcA+1N66P8uIg7PzP+JiBMo19kvpJwXfkt56PNsYM5YCozA4Wnj2VZrWbZj9XUW8NPMvItykNsa+FY1VAFgy2q97wAzq2R00lg8+I8XTQHAByjjyV8HnFeFfJtX61wP9FAS7BdQplC/kbINf1pLw9V2j9IlfC6l5+CTGwsy88+ZeQ6lXtm3KE/N/xM/L2Pdk4BfUI7xKyJiD0oB3kURsSgido4yZfCWlEkQXur2Hp2au71HxITqJuSrlCFOrwM+FBE7Z+YiSi3CSykPhA6iPPneOzN/1v6Wj19Vr6LB6p93UCYR+RrwH1Fqxg1Rehu9LDMfogxTOxN4QUR8s+n3GBhpVGqUsQCuodzwfooyO+CWlCHu/dV676LsC28E/q16UNn8e8bkPUP1929FqQ/3WuAmyoP0CZSHsz3Veh+h9OL/MvAlSl3Y5nsmA6MOUPXafw5wGHA85bywKCJmZ+bvgKMovb7vBJ5A2a/2zsyf1NTk9ebwtHGoGopyAvCO5ieMETET+C7w7Kpb+xuBzwN9mfnhiJhKuYG4JCK2ysz7qteZlo8CVRgwQJm14u3VsmcBJ1K6D9+ZmW+olm9d1acZk096tH5GDElr7jZ7POVkdgLwH5l5z8h1NPasbXtHxMeAOcDHKUHhkZQhyf9DCRpuzMxXVD0mNm8c5zW6jNh/d8rMpdU2y2o7v4ISBn6VUlPjl9W621HVIMzMh2tq/rgXER+k1IE8nFL7bQZlXzubEs4fSLkxuD4itgWOBl4NHND0gE4alaIU6T0RODAzb6iW7Ur5jL8eOD4zP1MtPxfYHnjlWByKtjZVj80PUXqD/LRathVlONpTKfv+lzLzwbW81uuqcWzk9o0yccyzqhCViHgO1WeHsv9cXU9LNz57Go1Pu1Hqltw8otfBryk9T15enRBWB0bVzw8FDouIpzYFRuHBb3SoTsbbAntFxAsj4kTKrHc7AvcAs6qTN5SZsWAMFVjThmsKEM6lzGCyWbX8RMowtA8Ab6m6XTeeqK0+RjxKLyWNQtFUFL/SCIePpszuciylS/R7M/PlmdlHeRq6XURskZkrDYxGlyiTVBwMa3R7Pxb4ZUTsmU21czLzm5RCmq+hDFXbvXrdnZn5sIHRxhMRW0TEqyPirRHxUoDM/DfgdOAzlB4YfZT6UU8EtqPUjDwoIjbLzLspxYO7DYw0mkTEPhHRt5YfPYkyWcYfqvUmVMH0pyk9bw5q6uX+VqrAaCxfQ4xo+5OBCU2B0RbV+XJfyvV1H6XY92Yjf4/3TONXtR80zs1HRMRRwLMo99YAVL1730eZYOayxjkjqsLyY3kfsabROJSZn4dyAQp8JCK+lJmLKV3mfkLpbbAlcELVw2gCsAtlCMtNwG+bfpehQw0e40nF0ZRaNFdSttUHMvO0alv/J6XH0epuwW6/zlMNaRmidKNeFhHzM3NFZh5T7ev/Xq03kJn3NX9G/LyMDSN6ocyn9HJYGRHXZuZZwOwotekm5yP1JaZRHigs5ZGASaNEdSF5MvDmiHh3Zp5f/egXlO7sF0XEP2bmDyNiUjX84esRcQZwBLBlta//qqY/YVyKUtflasrEE88AboyIr2bm+zLz6IhYQenVt2VmnhoRb6PUEnw1cFk1RDQavTul0aLqubgvJSAa6ffV8qdSZtecEBFk5i+j1G/5D+CJEXFrVsZaz/aIeDblXuimzLxjxPXP94D3RcSrMvPiLMWvt8gy89XZlOurd1JmHb28udevxqdqGzdmMP0KZQKRlZSHBL+LiIsz87cAmbkkIt5HqYe1MCJekmX2zDF9nW1oNM6MOGjPoXQj3SkiVmXmD6JMv3w1ZfzlQ1V30+dRDn6bA4c3nhaM5Q/2WDbihvAQShHCZcAvq4PObtXJbnk+MvPKZpQnm7+tQoNht19nGHmhVvUeOh24l1KIdUJEvLcKjo6uHnKcAkyJiDPsbTL2NB0fLqLUOLue0qvw4xGxL3ByNo2Xj1LXaB6l/sI+mbmi/a3WY6nOuxdRimTOr0KhgSoYepDy5PIrEfHazPxh00vvA35E2bb3t/5mra9qWNlPgP8D3kF58PZe4FUR8eXMvD4z31eF8SdHRAKfrnpknNL4PZ6LNRplKXb90SylDLYCejKz0Vt9IfB94LMR8eqsSl1U4fYWwC+BkQ+dxlJg9DTgp5Tz5iUR8V+Z+YWmVW4F/ht4a0Tclpk/aBqKNpFybdVN6dF7ufv4+NZ8nR1llrSpwMHADZRaRodTevcf1uhNWgVHJ1BqR95ZS8M3tsz0a5x8AROb/1t9/8/Azym9U/aulm1OKdz2E8oT5x9Tqv9PHvl6v9q+DaPp+y9Thpn8lhIA/Bk4aS2veTZwDuWCdte6/wa/6vkCnjbi35tTeiA0noRv1vSzzwB/AqbV3W6/1nt7/xNwC/DSxratjvfDwJuazgfvpfRK/DnwnLrb7ddf3K57Al+n9DB6a9Py/YFF1fngBdWy7SjDzPeh1Keqvf3j5Ysymchvqm2xIzCpWr4bJajrBrZqWv9kylPl9wDb1t1+v/z6S18j7hXeXp07jmtadijlgcT1lIfLOwC7U+rjXdx8vTrWvijBz4+qv/kayo395cDbmtZ5BWWq9G8Cr6mW7QlcW51r961ev3fdf49fbfvcHA98ofpMbN60/B3Az4AFwN+MeM1m7WzjpvyyptE4UT2VbEwR+Zkq3SQzP0cZS/9UoC8i9s4yo0cPpSfSXsABwKvTiv+1y+oIE2U67L+nDBnchdKb4FzguIho1KAiIuYB51NuHGen06R3pIg4CRiMiOc1llX7+WcpMze8E/hgNYyRzPwXYEY2TcGuMedZlHoT/51lCMyuwKmUsPmipuP4Zyi9Hg5MZ9Ia9TLzOsoMmL8E3hMRb62WX04JJoaAxRHxDeASSsHlP1b7uzae91J6fV2eZSrxRk+CB4G7KDMl/XdEXB0Ru2XmccBplAKo76quxaRRJSKmRcT2sLpX8tYRsTNlkpUPAidFmTiDzLyQcu5YRul18zNK8f0JwOsyy5C0Ov6ODdHUm//jlIdniyj3RDtTZkH8cUS8FriKMnnElsAXI2I5pU7NJMp191RKD5I72v5HqO2q4ZwHUEbwPKn5nJuZZ1AmQdgRODsintL0s3HTs9vZ08aBxlCy6iLlh5RuldcC/Zl5f7XOmylTRt4CfCgzf7CW3zOmxiOPZ9UNwYPA6/ORLpHbU2aueC/wT5n5X1WBtT2Ar2fmb2prsNpq5L4aEe+mTLV9E3BiZv646WfbUepd7U+ZOveotEjumBdl2uMDM/O51UX/DykXtL1Z6i58EPh5Zl5Ua0P1mB7tvBsRLwKOA3YFPprVsJGImEGplzMH+B3lPP+/bWxyR4iIv6XcMP8D8PbM/GKUwr/XUXoXnEu5eewFtgb2ysxbq6HBPcAzM/PP9bRealUFPIcC/0oJQ26l1Li7MjP/ubrGfAdlevAPZuYJ1eueRHkw+deUkORLVeA0Kavi/GNRRDwT+Bbw48x8XUTsALyWcnzdl9Lb8yjKbJQrgb0pAdEF1d//JcrDm5dl5p/q+Bu06TSXaWmcp6MUPv8i8CrKfvLJzHyg6TVHUs7b11Lu38ZVJwxDo3GiSkAvAP6W0jvl5ipIWn1Qr4KjoyndLU/NUhxbNVtLALAF5UT2h8ycG2X2lRXVz3amdH/8r8w8thpfHmu76dD4NKLmVVdmDlXf91IucP6PMh1uc3B0BqW32lOA52bmH9vfcq2PxwgV3kKpq/BuoJ9Sg6I3M++pnnJ9mjKs4EOGhKPTiH35iZSZt37dtOzvKbWMdgVOy8yBptduAaxy2246EfFkSsHfAyi9Nf8VeAiY23hIU/XuvBS4IjP/uVr2JG8iNRpFRBelR8TOlPDzBsp543fVz5uDoxOzzLy6tt8zLqaVjzJd+hnAfpl5VbVsG0qgdg9lFrXvA9+rehMSES+jDE/7B0qNQHvwjjMjP98j7sM2B74GPBP4BHBOPlLviiiTIXw7M/+vzc3e5MZct0I9qidQatt8IzOXNtLRLIXuJlXfnw98jHLz+KraWqrVqgNToyfRLgDVwee7wCERsXM19KQxtelNlN5i06ubyTQw6hwjbjLPAD4REYcCVDeUHwOeDpwYEc+v1tsB+CvK0JanGxiNHSOOD38XETs1fpaZ51G6z59FGTbQCIz+mjJDZhfwOUOF0WnEvnwm5WHADZQpeg+vju/XUmbp+SVwTET8c+P1mfmg23bTqo6V76Y8xPkM5Tj6ksz8TZQJJ6DUCvsNpbdR43UGRhqVqodMR1HCkGmUXoy/a/r57ZQQ5STg+Ijoe5TfM6YDo+qBK5R9++eU0g+To8w6ei3lmHsgpdjxBGDviJhQhfX7U+o7zTQwGn9GnJs/FBFfBX4YESdHxEurYWmvAW4E3gW8rfpcAJCZ54zHwAgMjcaTJwDbU42tjYjJjR9UwdG21fefA95CqfivGo04MH2KMpb6rdWPP0Mp0rcgIp7SGDtb3RBuSalrYTfBDtP0efky5YLmPykXOI2fD1CejP8N8OWIOA/4HKVo608aw1U1NjRt788BVwK/joizImKvapW3UwqSvhD4QBU+nAu8EjhkvF64jFVNNyrN2/YLlKFmpwPTKTXsjqLMoNYcHN0AfCQi3tD2hnewKjg6CriIcpN9SLV8VRUcbUfpfXRjVGprrPQomkJOgG0p540lwOcjYvdqnYA1gqMTgQ9VvVrHlaYH60uByyhlHg4AFgMPAG+gXDNdSgmOZmXmcPVQ9/3APzoseHzKNWenfQtlVtJfUz4Tn4uI11efg1dVy48E3tkcHI1XDk8bg5rHWTYtm0wJGW7LzJc3lmUpbj2BctF5b2Z+qOk146J76VhXjYt+EeVE9L18ZGrTAyiFCXelPPWZTJm55QDgxZn5i3parDpFxFGUsOD1wM+aeqJtmVVh64jYjzIuf2/KbEvHZubP62qzHp8RgfJplBvVT1OOAcdQjvWnNnWn76f0LNqeEiKe6/FhdIkypfXxlIkp/lQNHz+csi+/IzO/FxH/ApxJqZvzpOr7j1a1FF5CmQ3x36oep2qjEUPV/l9mDlbDWD5GGabyksy8sc42SmvTKFMREVtSPqu/pdTAewblGLMr8IrMvH7E6zYH3gx8Nsdw7aJH07iXqv6//Ijy/+FaSs3Qm5rXqb6fQMmbvHEe5yLiHynH+9cD11b7z2zK0M0XAYdl5uXVPvJtysP82TnOJ5eZVHcD9Pg0HfwnUnqKDWfmqioc+hDwnxFxRma+o6nr+tMps6T9tPl3GRjVLyLmAi+mnJi/U90cTKy26bci4jeUOgpHUnoWLQVe6g1hR9uB0uvg+upp93MpofAOEXEH8JbMXBAR3wa2oFzk3Fdje/U4NQVGTwduB/qAC6sL3MWUmVv6qvPB5ZnZV128PIwXtaPVAZTp2C/LzNur7TWFsl2/V9XW+Dgl7F1MmdFnPuW+5bRqnR82105Q+2TmH6NMOABwZrX9dqM8fd7bwEijUXU9ubIKOL8L3EsZtvwDYCgi3k55IPHNiHh5Zv5vU0D6/sw8u/o9Y7ro9dpU59MAVlBmHX0HJSC7qXmdpu8tBdE5nki5x7658bnPzG9HxEPAJ4E3R8R3M/P+iNgX2GG8B0ZgT6MxJR6p3r4NZVjKDpRCdkdn5rUR8QTK+Mr3AdcA/0UZg/+a6le8oDp5tPRUUj2q8eK9wN9XXYIby9c4QUfEUynT/JKZd7e9oarFyN6A1QXO6ZQQ+JOU4SzzKPv7j4B/BH6ama+sobnaiCLinZQQ4c+UJ5/fanweImJvyjlgKaXH0YIam6p1UPU0upwyC89rM/POKMWvpwCrKIXMB4AzqgvRQ4BzgOXApzPzNM/d9atuqE+jhEUrKefuHz/2q6T6VMNmFlEKOx9LmVXz4aafT6cER8+hHHP2pQzFfNZ4C4oeTfWA5jrgK5l5uMfazrG2UTfV9ddJlDqgd8SahbCPpzzM3xm4q5PCRGsajRGx5nR/iymB0a8o2/DKiHhTZt5FucnoodQ4+gBlWs0lPBIYTfRAWI/mMeVVN1coxQgnNQKjxjr5yIx3+1f/viUz7zYw6hwjhij1RsTMat89mjLG+v3ATMrQs9mZ+V7gS8CTquOExpARx4egFEYeoBzLn9H0swmZ+X3gnyi1q06unnRpFKt6+30TeC4wo1p2R2b+ljLr6ROB6/KRumNPpdSu+y7lARCeu+uXpcbRfMqwnt0NjDQG/D3lXHEqpU7Pw821tzJzCaV2ywJgP8rDiK6mUQ3jXpb6fx8G3hoRL/BY2xlGXGfvH2XGUoCvAH8EzqsCxBVN+8IfgWXAWme2Hc8MjcaA6gPbCIz+jlLp//WUg/xsSoHGz0TEYcB9mfk14AWU4qj7AG+sDv6THJJWn6YD01OaDjQXA9tExAea16nWew7lBLZ32xurWlXBQOPzcgHwXuBNEfFXWYqivxR4CaXY8Ser9aZRxuQvxSLpY07T9j6LMv3vLylDBC4CPhoR+1frRFNwdDjlPG6Nm1Gs6QbtVOAPwHEjVrkL2IYSKDV6s8ygFGg9LC1oPqpk5u+Bd2WZiUoa7Z5JeUDZKIEwoWloVuPG+TeZ2QO8glLk+eEOvGf4KmWYmkFwBxhxnf1F4BRg/4iYCvyJ0gmjCxisehqtiojtKD3x/gB03FBxaxqNAdXBfTJwIaX76G3ArVXwcH9E9FJuEj8FDEfEVzLzXsrU7MDq4KkjupmOZhFxLPDhiNgjM39K6QV2OXBoRDyQmR+t1tuBMtRwV7wh7Dj5yDTr51FqXr0FuCEz/9z0ZOQPjfWjzH7yLkrh633SqbhHvWrIwBOzmu64uoD/G0rv0DOgPAGOiBMo5+pLIuLgLMUXJ1afg+9ExF6Z+UBNf4bWoupJGtVFZqPYamNo4aeAf4uI12TmV6sL119FxEmUcPCfKefzp1D25U66aRszvJ7SaNc0xOoXlLo9r6QMv2oER8PVeehNEfHjzLwuM2+tXjuh0z7jVS2jQ8GJgjpB03X2OZSSD/8P+J/MXF4t/09gK8oEFDdGxI2UgtfPopyb762l4TWyp9HYMYkSAq2kzKrSeEIwqTopvBX4IqXeyZtGDk+xq+Wosaj6+nZEPC8z/0CZIe1XwDER8b2I+Aqla+SrKL3E/lhXY1WfiHgBJQQ6MjMXZeafqqcc+0fEKyJi22q9+ZTPywspszf49HuUq0KFK4EvVbUUGsfobSgXJc3FN39JGYr4dUpwNKe6mG2s03FPu0aziJgCXAEcFxEzGufephuQyyjb7OBqeaPX6RmUHsS/AL5DKa7slM6S1snIoWRN1/1/oMyY9ubqARON4IjyIPpNlJC6+bUdNexmJAOjzhARz6SM2OkHFmTmn6vlEzLzHkrt0NcCX6P0ProGeFFm/qymJtfKQtijVHMRtqYnlVtR6pn8K+Wi9E3VOMvGjGpBuXmcRrl5dOPW6NGeVETEHpRpevegbKcfRSl0vS/lKcckyo3D6dVpwrY4AAAgAElEQVQNozpQ9Tn5CqVQ+o+BWZQ6GgB/DXw5Mw+NUkz3dZRZmW5Z2+/S6BMRLwcGgR8A787MGyPibynFOPfOzJtGnAd2BU6gBAsvz8xv19R0PYbqWH4epZfoVsBHKRej1zWtczhwFmvZjtWNXMfftElad009GbcE3k6ZOfU64LuZeV9EHES58b0c+DxwKWWYex/lIbS9GjXujbwvi4iXUiah2D0zf97UA89C6GthaDQKNR38J1B6g02s6pgQEVtT6pscSrnZeNtagqPwQz96RMRs4PvZNFVyFQj8OyU42jczrx/xGrddB2mcqEYs25kyvv5eys3nzpTehGdTCudeCuyfmVe0ubnaSCJiH+ASyuQG8yiB8beAl1Z1U0auvyul19HJ9igb3aIUJz+A0uX998BVlKeZdwJTKReq/00ZVnqvx3tJG6J6sPwjYDJlRMIy4GrgqMxcFhH/AHwEeBqwOaWg7/9RHl4+7JAsjUdVD7wnZuZtTcueXYVEu1DKhLwzM8+qfrb6ejwiDgXuyMyrqn939L2Zw9NGmabAaGvgC5QLy+sj4j0RsUs1hvI0yixJLwbOrgp0rZ4ZrWm8csd+sOsQEVtFxFsiYvumZUdTnu68NSI2byyvQqL5lG7Dl0fEbtX6HTFThR5R7beNE9Qu1dd21fj6t1BuLC8B/jkz31F1i/0j8GvA2fTGmHhk5kQy87uUYagvoYTIewJPB14UES+JiBkRsWtE7BYRLwR+R/kcGBiNUhExCSAzr87MYyg9BL9F6SF2LaWX6TClRuFBwPZVT2KvxyQ9Lo3jTeVfKCHQgZTZF79IGbY+EBHTMvNSyrDY2cBhlIfPs7Izi16rc8yklAKYCRARlwGfq0o83EUJVudWD/Gaax09BTgE2C0emdm6o++r7Wk0ijQNQ9ua0ovoHko392cCbwa+DZyUmTdExDbAMZRhKb8GXtNpRetGm6iKXFPCoIHMvLPqKvxVyqx3pwPnjuhxNB84ufrn7pn58zY3WzUa8UTjPEp4sA3wMHAiMDiy2F5E7AgcX627rzWvxo5Yc3rX3YE/ZObtVRfpr1MmOfhbyhPiqVQ9TSm17O4BXphlinaNMo/1lL6qMTgVOAnopgwvHaTUIrwImOsNm6T1UfUw+gDlGHNzZp5SLd+CUs7izcAQZSbGu9byensYadyqwp8zKGHpTyj1u16bmT+sfv7/27vzeFvnuo3jn+sM5rE4lKhokhJKRQ9RlEoZEiIakUjImCEk8zxrUKbHlChDxFMopFSEzITM8+yM1/PH97eOZTuHczhnr73Pud6vV6/Ovte9Vr/d3nut+/7+vsMqVAb/jcAvbJ8q6UNUEHZVYDnbt/Vk8QNMgkYDjGpK2olUauk6th+RdAKwBpXW/ldgF9s3t8DRnsB81EVneiD0mKRDqDKTnYDjbd/fGqOeRZUXHQocZ/u5dv4mwCrAc8CPbN/Um5VHL0n6ObASNYr7Kao55Y+AnwK7uRqmd3qhLA98iuqHcm1vVhyTq0/A6DiqROA84EjbIyUtR2WQPkL1pLiBCiDOBjwLjE3AaGDq87P9JlX68aTtk9ux7t5U7wTWp27k3koNQfjohG7mIiJejaTFqZthgN1t79712HCqF+qGwPXAxnmviemNaiL1rVSvr+/ZPrrP45+nrr+XBJ6nrrnGAKvbvoYAEjQacFp95c7AL21fIul0aoLSClQq6e5Uc9zdXOOYZwGe76S3J3DUv9oO8hJU1sdPbT8l6VBgcypw9EvbD3QFjt4O/Bw4knrz2p/qd7Fnp29VTF8kvZXqT3QgcHJLFZ+Vyiw5CNipBRUWpkpaHgG2sf3vni06XjNJJ1PjXbenmpQ+0PXYcsD51PSszYC7p/d06IGuT0DoV1Qm0VjgjVRPso1sP9P381nSEtTvwcW2b+nB0iNiEOpqY9H93vMhKqv9CWoT+fqu84cDW1FZ8Efb3qkX647oT302c95H3XcNoe7ZVrP9h1YW7nYPvQi1kfNhKuvoH9moe6kEjQYgSZ+hmmZuCOwKfNX2Je2xy4E3A7dTOwZ3tOPTdXOuXmiZXqdRpQbvBL5u+4z22GHUTV/fwNGJwAephrf3Ae+hxjcmw2g60TcVXNKyVCPkZW3/RdKiwOXUe8BXbT+vGt19vaT5gZG2H+/N6mNy9bmwX5kqOd4EOL9dqLzkvbvV1Z9JTVDc0PadvVh3vDLpxaET7esPUynw36UCvktS43qvoH6Oj7fzuktS87kdEZOtXU+eTlUeXNOOfYTKXv0HsHl3MLptcK5NlbynFC2mG5JWsX1Ba/0ygppoujKwhu2Lu1rD5PP4VaTxYg9NrOmx7d/ZHg28H7gb+Gc7f1ZgBqoZ6n3Af7qek1/0ftQCRldT2UK7USWCZ7YbCWxvQd0w7AV8TdL8tp+nyhJ+RDU2/hvVoyQBo+lE+1Dq7Hxs0w7/h/o7f5uk91ABo4uo/gPPS/oysKekN9t+IAGjgU/SbJLWhJe9Ny9ATcK7unO8c7HSOcHVHPvLVN19+tQNMJ2G1S6d4M/3qSlp/wGubVmApwFfoQZWnCBp7va88dlG+dyOiNfoTdQ9wmlqg1RsX0X1YFkKOELSuzon2x5l+6SWoZSBKzFdkPRF4HxJ29t+piVabEdtyp4laYV2DTYDsJekFXq53oEuQaMe6UovnVXSlpL2lLRsa1zXMQfwVttPtq/np/oabUJlIIxTJq70u/bmcipVVvZ14Le2nwWGdmUUvM32VlREuxM4ms/2SNvH2d6Mqqu9uUffRvQzdU00lHQUsJ+kDwIPUUGjPamshIupoMGzkualdkSGUH2vYoBr78kHA2vppZNtAEw1K521ndsJMnd+L9aU9BbXeNdFkxo9sLTNgrNbD5HOsfdTWaWfAp5xG3TgGkxxIbABFTg6TtIb+3/VETHYdW8sALSb388ATwK/6Qoc/YUKHC0JHCrpvX1fK5lGMR25EtiHCgjtAOBqar0Nda19jqS9gBOAral77JiIBBx6pAWMZqMaW29PBYIuA3ZtPU6g+t1I0nWSfgacTTXIvrkrlS49jPrfYlTGwBG0niMtIDAaQNJ2wGWS1rK9HS8GjjaUNKLrdfKzm070KUn5MJUi+wXg3+3mch3gBarx8clU+eLiwH7UWO4dnOaVg0L7OR8MfMv2GEnLdD18PTUSeTtJI/qUpb2H+j1Yor3O8/247Jg0cwGiysMBcE283ISafPfFToZZe2wcFThaH1iN2v3PdVdETLLOhlPfTQjbNwJfo6Zt9g0cfR74NLBRPy83oicmlEFn+z5qANG+vDRwdDs1WfBkYD1gIWBpZ4L1K0pPo37WpzHXWtTI3S2Bh6keRgcCRwP72r5b0seAPahpLHdTvRHG9G2qGf1HNR3nYOBd7jPuXNKeVOrjA9TPbBPbZ0vamwoObg0clp/d9EnSQVTWwZzAJ13T9WawPUrS26iG2MOBeYC7qIyUtZ0paYOSpO9SGWSb2z6xHTsY+BKVrXiw7Xvbz34naoLex23f3ZsVx6vp6n+wC3CV7d+345+kdjRHAvvYPrfrOUOAT1CbDGl6HRGvqG02zOgX+5nORPXE/Kftvfqc+17q5ncmapT4De34YsBNySyK6YmkDYC/dldytH6gW1DN4Le3vX/XYwtR006ffNmLxUv0TZ2PqaxlGM0MHE+N1v5zV0+bgyW9QHV4l6Qf274c+KSk2W0/TT0wrGUnRG/MQGWFPAsvuYlYHFiF+tD+raRLgJ+3AN+OLQp+YQJG0z7VVMPNgLdQN5F7tUyhm6hR23NTDdHPbQGjobb/I2lpaqLSO6mR67e3nZIYnK4BLgF+0N63f2F7q3YDsBawgaQ7qAyzEcDKCRgNLHpxgMEutm9s7/XzUJNMr5b0gu3LbP9fCyTtAewgiU7gqL3nX9yzbyIiBg1J/0NVHuwt6dKWkfpGKsP9HZKesX1Y11Nupnpr/oq65vy27Wu6gke5Z4hplqRZW4uQzubN8cAxkg5sGUW4hhEdRU1H27f9DR3dHss11yRKplE/6gourAwcRTU63cb2EZJm7pQjSNqUChwdSWWl3Nr3NXqx/ijtxv5CYLfuD+52czECuLfzAS3pKWqM+qY9WWz0O0lzAH+i+tfMSpWUPgZ80fY/Ja0NHEuVpu5k++r2vOGdEscYfNRnKl7X8WWo3a1FqQyU49rx1YAPAQtTZWtntFr7GEBUzWQvo8rP1up8Hkt6O9Uv4R7qc/zSdnwVKnD0LHC47V/3ZOERMehIWg74P2qQyq62n+u6d3g7cDh14/vTPtefC1KT094DnGP7iz1YfkS/UA2G2hr4CBVQfYAKmp4CfAPYGzgDGB84as9bmRpENCPwfdsH9/PSB7UEjfqBXmx6PcTVvFrULvNO1NStD9q+r1Om0p6zCVWmto3tg3q3+uirNTP9HdUTbFPbf5vAOUOBd1G1tL+wfUoCftO+1ij3X8AtwFbA/dRF3JFU2dlStkdLWp8qRb0E2N/239vz8zsyCPUpO/4YlcV7ve1H27FlqfLURYG9bf+iZ4uNydaySE8ChgKrdwWOFgb+QpWSdgeOPkX9zd9GBZqe7cnCI2LQaJ8dF1Gbyru4pqd27hs6ZeyLUNeVC1HXlgd3Pfe7wK7Abcloj2lVu86+EnieatvyMFX+vSDwD6qf1xeAg6g2AId0ysIlfY4aYHQlcH7rCxaTKEGjqaxrh2Am4CfUbvI5LXC0BtXvYhzw6dbbojtwtAa1Y5C00gFG0lLAn4E/Uh/u/+jz+NxUE+OlgVVt/7f/Vxn9SdKM1O/EAsAHbD/cjgv4InA6sI7tM9rxDahm95dSGSj/7MnC4zVpO13fAI7uyiw8FViemnR5FXC87WPaYx+j+p0tCuxh+6SeLDwmWXcQV9ISVJnaEF4aOHo79bPuGzj6JHCH7Tt7sviIGDQkvYmayPtX6prxka6A0fupG93dbT/Z3nMOAt7Xzr+Saoh9H7Bau+eYYOZrxGDWrrMvAkYB3+7Ozpb0fWBzatPuA8Ca1BCi86kkjPuAH1Kf4ZvbzkTiyZQpHlNRqyN2yzr5DLAcsJOk5duF6FnUrsAY4EJJb247CTMC2D7L1fQ6vacGmBYkWgtYEThS0jclDZU0vKUXH0JNQtowAaPpxjzUB9mjwLqdg+1v/RbgGaoXVuf4icC2VA+jH0v6QL+uNl6zFghcldrx3a0d24oac7w19X4/GviOpB0BXP3p9gOuAw6RtE7/rzwmVbth695Vuw7YgNrkOVvSOwFaUOgjVMnI3pJWasf/LwGjiJhED1DZiYsDa0uaowWMlqKyJww8196X7qSa+p5OvfdsTWVbfLHdcygBo5hGLQO8gSo/ux1A0gwAtg+krqlHAxcAJwC7UH8jl1Cb/KsDByVg9Nok02gq6dohmJ1Kj3ueanz7Vqo56na2L+7KQtiJCuKtavueXq07Jk/rb3Qc8CbgOeqG4mkqePB12//q4fKiH6gmIw23PbJP6vhxtg9p5xxANcB+f2vI153B8C1gG2qa2r29+S5iUrX39K9TdfGrAQdQ799jqHHsB7UL9wWo34VFgZNs792e/3FgY6pfxe0T+J+IAUTSsVSG8MVtA+j9TDzj6Dbq4nTVTo/CiIhJJelQYFPqM+ZO4PfUZLSt/WKz3/Ela8AsVC/NW9vnTppexzRL0neo7KFFbd/fdXz8RHHV1Nq9qczfY1SN5RcF5gLOtH1HD5Y+TUjQaCpqb+iXUtkFO1PTkL4MfIcKIv2gK3C0JtXg7v9sb9CjJcdrIGk+Kk14WepG4grgX7Yf7OnCYqprzc/PAn5OlZK+IOkdVLBgQapv0Vuo3Y7VbV/Q1eOsO3A0h+2nevRtxCRSNTm/Fbga+BIVJN6MGrU+BNjS9uFdF/Vvot7XFwVOsL1ve52ZE1QY+Frg71fU7v8qtv/0KoGjt1Jjsm/p1ZojYnCTdBhVZgN1bbFZp23Fqzxv/I1zxLRI0hZUhc67bT/a5zq6O3D0d+BZ28v3cLnTnASNpqLWJPNKYEe3iTnt+JrUdJVRwFa2L22BoxWAy5JWGjE4tMDwv6kGuVsAF7fmlZ3A0QeANwNfsn1m3z4DXT3P0gB7gGsZRtdSpYYbu41plTQLlUV2EJV99A3bz3YFjuanylWXBw6wfVB+3gPThH4ukhajdi1XogJHl/UJHI0F1rV9U78vOCIGtT43vd0DFX5EZbB+H/iJ00w/AkkfpsrM9ra9ZzvW/TfUaRi/C7Aedd31SK63poz0NJpKWhBoVqr28qF2bCYA1wjeo4AlgP0kfdLljy0DYWiv1h2vTft5v+zfMe1qQYFRwGLUOO5jgJUlzdKa830X+CfVIPfNAO3ve/z7bueDLB9oA5uk2agm52OooNDdnb/zVht/ArADVWr8g66A0RDbD1AX/hcBv2nPyc97gOnuYdTpKwhg+wbgB8AfgAskLddu7K4DvkL1MvuFpOE9WHZEDFJdfU+HqQYrjOg8ZnsX4AhgX+Br7TMoYnp3O3A9sK5quAidjdf2705G3nxUlc8Tud6acpJpNIVMbOdY0p+pUdvLthvGmVoJy3xUicP9VFBpi9RZRgwefXYFZ6d6lT1GTUT8fcs4WgQ4jCpV+5ntw9r5SSMfJFpJ2j+BtwP/AnazfXZ7rDsdeiaq9Hh/qlxtl67A0bi+WWYxMEnaH3iWygp7puv4YlT/quWAlW1f2TZ43kulwefzOyImSVeZ+uzAaVQfxPmBc6hrhcvbeYdSnyvfo6ZxJuMopmuq5vB/olqB7Gr7yj6PjwB+SfUE2yLXXVNOMo2mgD67BbO3X9iOfYF5gRPbeZ3pSe8B/k6lty9H9cSJiEGgBYk7AaMTqHGe46jswQOAlVrfmtupi717qN3C7QESMBocWsDoGuBG4MPUBsCuktaA+jl2Msfae/tR1PSOHYDd2o3BuPZ4LlwGoAlkhn6IKjfcpN3QAeMzjvajphj9VtKKtsfavi4Bo4iYHC1gNAvVwmImaqDKttT7z5GqARnY/h6VcXQgsFmnYiFieuWaXv0lqo/sUZK2kjSTpBklLU5t3H4YODzXXVNWMo1epz67BWcAC1A70qcBJ9q+RNK2wCbA49QO9AhqMsJdtr8k6b/Ar21v0ZvvIiJeC0mHUyVJGwH3USmx+1BlqZvxYo+jRaidDwGft/14b1Yck6qVKN1MpUN/zfY9kt5CTbMZCez+ChlHmwAHU7tge/bkG4hX1SdbcB7bj7R/n05ddB4JHGP76a7nXESN8H0WWAR4PunvETG5JH2N2mD4EvDvdi+xFRUgWt/2KV3n/pK6t1gh7zcR46dX/xx4B3V/PQp4igrCrm372h4ub5qUoNEU0HYLrgIeAc6kbii+SvU62AM4HViVyjhYBniS6ofwOerm8koqFf6Ifl98RLwmLQvlfCpjcMuufihzUP1P3gBsSQWOnlON5B5j+55erTkmj6SNqal493eVmS0IXMgrB45mpjYG/mj7xl6tPyauT8BoD2A24KS2i4mkM4ClqeyxI9rf8MJUJuHPgL87EzIj4jWStA/wBdvvbV9/hdpc2sX23q3P0Ty272qPdz6DMkghgvGlaIsD/wPMAPwDuNL2vT1d2DRqWK8XMI1Yl/pl3Qy4ue0WjAB2B2ayPQY4Gzi79UV41PYD7QPhx1RU9PwerT0iXptRwBuBObsCRsNsP9WCDRdRu4gzSjrH9p09XGtMhs7Fue2fdI519SW6R9KnqcDRDyVh++zu/kW2n6eCDTEA9SkvPZ0KDh0CPNw5p2UBnw58G3ifpEuATwDvBK62/VC/LzwipiX3AHO3rNZVqYEKP7C9T2usvwtwj6Sj2+fKOKUfYsR47XP44vafmMrS0+g1aM0vu3shLAyMtd1JL12PyjDa2fZxrc/RYu3cf7eA0Wepfkafo8b4pidCxADVt+9J+3okcAHwQUnLALQAMcAdVLnaR4EfkgD9NKG9vw9t2WKfBmakAkert8fH9ziKgasryLsfsBS18fOzFhAc0m7YsL02lT28JNXg/P3AVxIwiohJpYlPRL4dGAucApwKbG97n/bYu6hx4XN2B4kSMIp4qe7r8wn0KIwpKBe3k6lF+cdKmpNKhwN4AJi/XWyuBpwE7NR2C2YAtqIa4w7vSil9EvgrsJzta/r7+4iISdOCBJ2bzFlb6VHn2K+oMtTvtYkOHXNSJajvAT7bPYUpBrbu5tWS5pE0tHMh0vX+3zdw9ANJ60Au6gcLScOARYHTbF9l+9nWe+wg4ARJ3wOwvS3wWeoGbqX0SYiISdWyj8dKmkXSNyRtKml9ANsXUOVoq1Ml7ae05ywN/JRqur9vb1YeMTh0l2qmbHPqyu73ZOiqJ54JuAn4k6QbgWupwNF51E3ENlQTVKhU9lWA82yP7ryW7cslXdWVmRARA0yfvif7UA1w5wHukrRj+zveiAoUv0nSucBdwJrAx4DHbT88kZePAaZP2dJB1MbAs9S0rGNbX5uh3YGjVqr2N+A7ks5LgHDga0HAGags4btUE1dWBPaidv+fBtaR9ILtY9OHLCImV/s8GaMalHMVtVE/KzCzpM2BzW3v3N6PNgQulDSGujd7kmp6Pbb7OiQiolfSCHsSdQWMZqBS1HcGdrB9c3t8fyqj6E/Al1sJ2oeAw6lR3MvnTT9icJJ0GhUEOoO66FsGWBDYzPbJklak/v6XA0YDTwBfSlbC4NGnkfWRVODvNKrfzfzAFcCmtp/pEzgaK2kBqn/d7T37BmKiJnbTJelzwG+oXkbPUbv+PwbmBn4N3GJ7o35cakRMQ1pG42+pRvsbUcGg54G7gRuANdv9wqeo6Wjzt+Nntc+WYdlcjoiBIJlGr0DS/NTF49y2r2jN6k4E3kf1K7m9q/Hptq2C4TPAXyQ9Qe1kPkF2CyIGLUmrAMsC32rp5J33hgOBYyTdZfuPkv4BzAzMBTxk+7GeLTomWdd7eCdgtBAwL7CR7XPbsR8CXwZ+LumbEwgcZVLHANUnW/Dz1N/nVcB9ts+T9H6qnPQZ29e38wQMBfJzjYjJ1rKMDIwAFgAO6tpkXh2YnQoMPQBg+/cTeI2hCRhFxECRoNFESPooNf3mLcA8ki6gdp2HUjeGwztv5pJmtD2yBY5+S2UizQXcQnYLIga7+YA3AP/uHGg7g9+hso2OkvRh209Su4gP9GaZMTlU0yvH2B7ZdewoYGXgcbp+3sA+wBhgA14aOBqSjYCBrc+UtE9QG0EPAsdLOtT2jV03eEhaGPgBVbp2Uo+WHRGDUFeQejg1YXUm6r2kc7+wLvC/1JS0/SXNDaxv+4i+r5XPlogYSNIIewIkLQ9cRpUjbAGsTU1BWg/4CTXabzlJewPYHtnK1rD9J9tH2d7L9q+6dqITMIoYRLqmMDwGPAMs0tUQWS1IdAqVTr5Qb1YZr4Vqms1FVPlwtzOoi/ylgEU7P+8WWDqAyjRdDDhD0qxpej1wdT6T27/Xo5pebwi8AziHKj/cXdKIroDRbtTPeCXgM7Zv6+91R8Tg1OmJpxqUc5mkZakNiAeBd0vagBYwAvZrT1sO+KqkJXqy6IiISZRMoz4kfRC4BNgd2N/2c+34TcA11IjtnaiA2zqSnrP9I9ujJlZ+lt2CiIGv799v1xSGK6hdwu8B/5T0ZNdjT7XH8jc+uAjYmuodgWqy5ehWZrgW1YNiaypb9FYYvzmwP5Vp+ikqm/TZXiw+Jqxljy1n+wLbo9qxjaif2W+B37W/3U1aY/s1gR9J2sX2Q8D1VNnIUelPFRGTqqtceRhwGPAC8KztxyUdBhzSTt3J9j7tOe+iBufcBvyrF+uOiJhUyTTqImk4sEn78s6ugFFnWto/gQ+1i8s9gT8CX5e0M1RwSFL+P40YZPr0PVlO0jqSPiZpYduPAl+hypaOoXqa0Zoff5bqe5L+RYOI7TG2/2L7aUkHALdJmrk9dhWwBrAkcJikd3Y9bxSwB5WFkn43A8/OwPmS1gFo/YqOpW7YZrDtlmWG7R2oZtcrArtJms/2r6gBFwkYRcQka9f/M1NZim+gJih3SpyPpTaiAeaQ9AVJ3wROphpkb9AG7eT+ISIGrGQadbE9WtLu1K7kYZJG2T7V9gvtzfzNwJ/buXdK2hMwsKGkOWxvl3KFiMGlk1Le/n0K8HGq78lY4H5Jm9n+vaS1geOBZSSNpJrcLwJ8wvbjPVp+TKYJZIReDqwFXCJpBdvPt8EHn6fKmA6T9N1OqVILHD3a/yuPSXAE1WfsWEnYPq01sj8KWFnSgrbv6Wp+voOksdRm0UhJ29ge3ctvICIGrWOpDaZ7gZvaPcWQlqW6L1WqthnwLeB2Kot1Q9tjMignIgY6vVhlER1tMtLBVBbB12yfJelc4F3A4i2I1ElFfTvV62IcsLbzf2jEoNQyTr4EfJearrQ88DVgFWBV279r2UXrUzemDwKn2b61NyuO10PSrlSj43uBTwJHAw8By9t+vp3zMSob5XbgK7bv6NFyYxL1+fzeyPbpkj5N7er/lfo5PtYJHLXn/BA4KRlGETGpJjTgpt0rfBbYF/ix7Wf6PD4vtTH9NPBEy37MoJyIGPASNJqIrgvPzwD/pZqjrmn7X52Lzc7EFUlvAh7sPtbLtUfExPXd0WvNjmcF/gBcanvbrscWpUpRlwNWtn1tf683Xp/WY2KGTrlxO7Yy8CtgIdtPtnM+xYQDRysAxwEr2L67v9cfk699fh9CfX53B47+lwoIb2D70ezuR8Tr0fqorQBcZvvpduwPwBLAd6gJyiMn9l6Te4aIGCxSPzsRth8AtqKaZy4C/Nx2p1Gd2zmd/76/U4+cN/+IgUvSjMDlbYoJMP7veBjV2HhkO68zDfFGKpAgqscNnb4DXdPVYoBqfequAraVNHvXQ8OpJtad9/Ax1DS1TYER1OSbTo+jS4DFEjAaPNrn95bA74CfSlrb9oXUBNSPAL+QNE8CRhExuTp90ZpvU2XMq1/FWpcAABOsSURBVEiaDcD2J6h+RocCa0iasVUmvOyaIfcMETFYJGj0CtqF5/bAWcD2ktZtxz2RN//0M4oY2GalysqOalOyALD9BHAzsHr7elQLMGH7YuB5WtCo83eei72Br/WnuQLYEdi4jUIGeIbqSTVaTTu3EziaG7iuDUGgk3UUg8crBI6+DKxKvQfkGigiJllXa4rZJO1HlapD9U1bTdIsALb/h+pZdEg7PlOuGSJiMMsF06uwfT81evl3wNGdqSx5848YfGw/BnwVOBs4sTtwRE03GSHpzHZuJ+vobcBTVF+bGGRsfxc4kOoxsXHLIJqLyjbqZJqonTuaKlPchso6e1O/LzimmAkEjtay/XtqEuIu2eiJiMnRAkazAFcDSwG3UJ8X1wM/AdbsEzi6GTgV+FhvVhwRMWVketoksP2ApK2oZtenSHq0ZR9ExADXskU+A8xDTTT5k6SN28MntiyTM6iLvt2A3SVdCewFzE7dYM4PnN/vi4/J1oJCmwH32j4FwPZOLTl0H+AFKiA0J/U7YeA5Sc9Qn4lz2j5b0kW2n+3F9xBTTvv83hIYA5wuaU3bZ/d6XREx8LXSspF9Dq9DZS1vY/uadt7JwH7UBLVxkn5r+xnbH5d0NHBJf647ImJKS9BoErULz+2A28ibf8Sg0PrY/IEK/rwTuF3SGS2IsAWVaXJCCxydLul4audwb+B46kbzXuCTnZHrMXC1n/d5VCbR45LOAka67NTKkQ6mfifmAf4MzAeMon7WQ4H7JC3fstJiGtD1+T0SuLHX64mIgU/SR4F1JP2oz+fBbMAbgXvaebL9oKTtgbcDhwFjJJ1j+3nbm7bz0ng/IgatBI0mg+17gR/ChEdtRsTAIWkO4BrgDmBz4BFgO+CLkk63fa2kbahAwQmSsH06cDFwsaSlqLG4j9t+pDffRUyqNsXmCmr62abA322/0JqWjgWwvaOkkcCuVIniycB91K7xG6nA0XUJGE17bN8naZN8bkfEJPos8MIEPg9uAR4DVpJ0pu0xLXD0gKTzgP8BjmnnXNwJFiVgFBGDmdKaJyKmNS2AcD3wLyqA8FC7sFsM+CvweeBK28+3cqajgXWpUdxn9Grd8dpJ2hNYEfg6cOsr9Z1r524L7AQckkBCRETAy0vSWo+izYCzbN/Wri/+TG0yfAu4ofMZ0jKYFwbmpYJHS9h+vL+/h4iIKS2NsCNiWrQd8FbgAtv30UarU/1snqCaXl8t6WIqnfz7wOnAzyWt34P1xuu3BHC37Vu6A0aSVpS0laQtJC0NYHtnaqrNnsCOnVHJEREx/ZL0IeBQSe/qOvw1apDCZpLe0XrdrQq8GTiOKmGbT9KHqemMz1BZrHMBH+jP9UdETC0pT4uIadFPgUWAvSU9ZftkSTNSJUmPUAGiYdQu4TnAcsDGVO+jA1oTy6d7s/SYXJKGU5sgM0qa1fazkt5IZZB9mvq5Atwi6UDbP7W9fWuS/j3gyN6sPCIiBpC3UdcCQyXtZftO20dJGgF8Gxgi6fCWcbQ08FuqAfY8wOPA/bZ3lrQiMJrqoxYRMeilPC0ipkmS5qeaHn8G2IIavT0SWM/2ne2cpajGyb+z/Q1J8wLDW3ZSDCKSlgEuBc6kelF9ChhBBQUPAoZTfSZENTZ/oD1vXtsP92TRERExoEhaBziFGoaxr+2b2vE9gE2A04DDWuBoFuCjwLuBh4Ff2x4n6QzgPcBKth/sxfcRETElJWgUEdOsrsDR6sCDwDtab6Ohtse2DJVLgAdsf7GHS40pQNLHqXKBEdTP9Vjgj62cAElLAn8HPmv7gl6tMyIiBhZJw22Pbv/+EnAqcDhwzAQCR6cCh/edqippdWA9YGVgBdvX9uO3EBEx1aQ8LSKmWW2aydZUmvhqwBeB01rAaCg1MWskcKskteckkj5I2b5U0geAuW3fM4FTFgHuBe7s35VFRMRA1TaSRrepqycAd1G9EL8LzCJpf9u32t61XSpsDIyTdGQncCRpGLAA1QR7OdvX9+SbiYiYChI0iohpmu37JW1HlScdK2mI7VOAWYAfAYsCGydYNG2w/QzViLTvzvEbqFLFO6gygoiICNpG0ozAZVRvoguB86kJaDsBwyTt3RU4MrALFVw6pL3GGOBISSfafqon30hExFSSoFFETPNaxtFW7cuj28XhYsD6wMf6ppjHtKErYLQ01cR0DWB524/1dGERETHQLAXMD+xo+3ft2IWSbqH6G42RdJDtm2z/UNI9wC/6vkgCRhExLUrQKCKmC12BozFU35sxwEdt/7O3K4uppfWsOg+Yk/q8+3hKBiIiYgKGU/3wHoMqWQPG2T5R0qLAdsAzko6zfb3tn3XOsz22Z6uOiOgHCRpFxHSjBY52AJ4CjrB9Y6/XFFNP61GxCzXd5kzb/+31miIiorckqVOS3krWxwG3Af8GvirpVtuPtcDRWOAKqsfRlsCjwPjNhwSMImJ6kOlpETHdkTSs9R+I6UD3DUJEREy/Op//LSAkYKbWCw9JB1LTz3alNho6WUerAx8DzgUuz/VDRExvEjSKiIiIiIhpWqeUTNLswDHAO4AXqEDQD9o5ZwLLAOcAJ1JTVncE7rK9TjsnG08RMV1J0CgiIiIiIqZ5kmYFrqamaP4NGA18iypN29T2DZL2Bz4NvA94CPgPsFxnuEJExPQmPY0iIiIiImKaMZG+RQCbUtlFm3T6Gkp6EvgxlXl0g+1tJR3Qvh4NXG17XDKMImJ6laBRRERERERMS4ZSU1LpChgBvB94uitgtD6wB7CT7d9Imt3207YfBB7sPKmVtiVgFBHTpSG9XkBERERERMSUIOkDwE8kXSLpDElLSJqhPfx413nrUn2LdrG9t6QZgSMkrdf3NTMlLSKmZwkaRURERETEoCdpOeCPwJuA54ClqKlnK7ZT/gV8RNLhVMBoJ9v7tMfeAyxMNb+OiIgmjbAjIiIiImJQk7QscAlwCLAf8BjwZuA0YE5gCdtjJP0c+Drwv8A3bI+StARwFDASWCmZRRERL0rQKCIiIiIiBi1JbwWuAJ6wvVifx9YAzgQ+Y/tCSW8Gdge+BvwWeAMwF9UDaVnbo1sPowSOIiJIeVpERERERAxu46gso+GSdu/z2MPA89TUNGzfZ3sjYGPgduBG4GhgmRYwGpaAUUTEi5JpFBERERERg5Ik2bakhYCdgZWA/7W9c3v8YmAO2x/uPn8ir5UMo4iIPob1egERERERERGvh+27Je3dvvyypOeBpYFFqEDSqwaFEjCKiHi5ZBpFRERERMSg0wkCSRoKDLf9gqS3AzsCXwBmB5a0fUuyiCIiXpv0NIqIiIiIiEGl03tI0mzAAcDmkma3fSewJ9Xk+mFgPagsohZcioiIyZDytIiIiIiIGDQkDbE9RtLswJXA48ANwGgYX6q2Vzt9Q0nY3q0FjobYHtejpUdEDDoJGkVERERExKBhe5ykGYBzgHuB7wJ3tulnAobY/o+kfQED60uaw/bWCRhFREyeBI0iIiIiImKweRswL7C17VsAJK0ErAgsIOkA29dL2g+YG1jwlSanRUTEhKURdkREREREDBotm2gp4HLgc8AzwBrAtsA1wBt5sQn23ZLmAx5uGUoJHEVETIZkGkVERERExIDVd/JZC/r8XdLJwEXAndSAn3WA84BF2/GPAnfbfrC9TvoZRURMpgSNIiIiIiJiQGpT0sZImhn4PDAT8Jjtc21/U9KvqUbYD9q+vT1nJuBR4JHu10rAKCJi8qU8LSIiIiIiBpxOZlDXlLRhwHzAC8AtwFds39N1/kzAO4GjgVHAyt0ZShERMfkSNIqIiIiIiAFJ0nCq5GxGYHPgSWBW4O/AX4B1bD/cAkuHAe8DxgLLtWlqQxM4ioh47Yb0egERERERERETsRDwFuBI29fZvhtYnAoiXWj74Xaeqd5GFwP/0wJGwxIwioh4fdLTKCIiIiIieqoz1UzSDLZHdT00ExU0eq6d92XgZOAHtveVNDewnu0jgT26Xm+o7TH9+C1EREyTkmkUERERERE9I2kuYGVJC9oeJWlOSRtJmpMqRxsJvEPSGlTAaCdg3/b0FYB1JC3W/ZrJMIqImDKSaRQREREREb20OLALcK2kI4E/Uv2KTrX9X0kHAgdQG95b2T4UQNK7ga2B/wD/7sXCIyKmdck0ioiIiIiInrF9GRUo+hw1Je1mYAPg2XbKiVST63HAzJKWl7R+Oz4L8PVW2pZ7m4iIKSzT0yIiIiIioickDbE9rgV87gfmAE6nehbd23XeW4CvAFsBAu4B7gC+bHtMpqRFREwdCRpFRERERETPSBKwALAJMBeVcXQBsJft//Y5dwFgVuAZ4P6WYTQsTa8jIqaO9DSKiIiIiIh+1SfQoxYc2qU99jywVvv33rbvaYGl2YBn+2QgDUnAKCJi6knQKCIiIiIi+k0rJRsjaTZgZ+Bdkm4FbrB9gu3tJI0D1gbGtUbYTwEnUaVrv+i8lu1xPfgWIiKmGylPi4iIiIiIfiFJraRsNuBqqtn1/cDMwJLAKbY3a+fuBawLjGz/mR14dzKLIiL6T4JGERERERHRb1qp2aHAUsA3bN/Sjp8IrA+s0CaqIenbwHvaU7dpGUrpYRQR0U9SnhYREREREf2mZRotBtzcFTBaG1gH2MH2ZZJmtf2s7WO6n9spbevBsiMipktDer2AiIiIiIiYPkgaImlWYBbgiXZsA+BUYFfb+0maGdhL0if6Pt/22H5dcETEdC6ZRhERERERMVW06Wbjm1W3fz8r6c/AtyTdBRxEBYz2aactDbwf+GO/LzgiIl4iPY0iIiIiImKKkzSD7VGSZgDeCMxs+4722ILAr4EPAvva3rEdXxT4GTUtbdVkFkVE9FaCRhERERERMUVIei8wt+3L29dzAucDbwPeBJwLHG/7TEmfAvagGl3vCywCLA4MB5ZuTa9fkqkUERH9K0GjiIiIiIh43VqA6ExgYWAD25dLurQ9fCrVw2h7qq/qibb3l7QQ8D2qJO1x4F/A7pmSFhExMCRoFBERERERU4SktYDNgLmoLKJ1gANt/609vhCwF5VR9EPbZ7XjM9t+vut1hqY0LSKi9xI0ioiIiIiI10WS3G4sJK0GbA3MB8wDLGn7nq4eR28FzgFut71Ge07K0CIiBqAhvV5AREREREQMbrYtSe3fvwEOAR4A3kCVngGMboGju4ADgS+0ABIJGEVEDEzDer2AiIiIiIgYvDpZQp3AkctZkkYDswOHSHrM9iXAqPa0uYH7gBd6tOyIiJgEKU+LiIiIiIjXpNOsWtJwKhD0BuBO2yPb46sB21LT07YC/gGMAA4FngZWTpZRRMTAlaBRRERERERMtk6zakmzA7+mehgtBpwO/Mr2me281YBdgSWpCWm/owJHn7M9Ov2MIiIGrpSnRURERETEZGllaGMlzQr8GXiMan49GjgbeKek2W3/0vZvJI0FtgSWAI6z/Yf2OsNsj+nRtxEREa8iQaOIiIiIiHhVkmay/QKMb3w9FNgLeBhYz/ZDko4HxgJDge9LGm37ZNvnSpoL+ChwaXs9JWAUETGwZXpaRERERES8IkkfBX4jaUTX4TmoRtbHdAWMVgI+BGwMLAjsKumrALZPsr15y1Aa6vTJiIgY8BI0ioiIiIiIVzMWuMb2Q50Dth8HfgacK2llYEVgI+C/tv/WHpsd2EXSqt0vZntsv608IiJes5SnRURERETEy7TyMQO0INDfWg+jg4AjbF9n+9Z27jva065t09SGUo2x/wLcTTW/joiIQSaZRhERERERMUGShkiaW9Kc7dDbqGyigyS9u+vUR4G3AItIGgK8HVgI+JntLTslaf259oiIeP2UUuKIiIiIiOgmaVHgq8CqwAhgFHAMcCIwF3A+cDPwHds3SZoR+AWwLvAPYF5qotrSaXYdETF4JWgUERERERHjSVoWOAG4lQoM3QV8ANgAuALYHXgIuAC4Cfi27VskzQt8pZ17H7Brp1QtPYwiIganBI0iIiIiIgIAScsDFwHHAofZvq3rsZWoYNJ9wLbA48CFwA3AJl39jcYHiSQNS6ZRRMTglaBRREREREQg6YPA36hMov1tP9eODwGwPU7Sx4CzgOupUrS3AedRJWnb2L6uB0uPiIipJI2wIyIiIiKmc5KGA5u0L+/sDhjZHtcCRrJ9OfB14OPAWrb/CnwOWBn4Zi/WHhERU08yjSIiIiIiAkkLAPsAn6f6FJ3ajsvtpqHzb0kXA7MBH7c9sjXOviW9iyIipi3Der2AiIiIiIjoPdv3StqWukc4tgWITmlBovGBo+YWYPmu594IL+1nFBERg1+CRhERERERAYDtByRt1b48WhJdgaMhrUxtRuDdwLW2R/Z5fgJGERHTkASNIiIiIiJivFcIHI1rTbE/RJWmXdKzRUZERL9I0CgiIiIiIl5iAoGjcbZPAxYE9gWeBI7r2QIjIqJfJGgUEREREREv0ydwdIykEcBqwFzAirbHpodRRMS0LdPTIiIiIiJioiTNDxwArAfcBHzA9mhJw2yP6e3qIiJiakrQKCIiIiIiXpGktwBfBfa1PSYBo4iI6UOCRhERERERMckSMIqImH4kaBQRERERERERES8zpNcLiIiIiIiIiIiIgSdBo4iIiIiIiIiIeJkEjSIiIiIiIiIi4mUSNIqIiIiIiIiIiJdJ0CgiIiIiIiIiIl4mQaOIiIiIiIiIiHiZBI0iIiIiIiIiIuJl/h+DptzZFEm9iAAAAABJRU5ErkJggg==\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data.boxplot(figsize=(20,15),rot=45, fontsize=15)" + ] + }, + { + "cell_type": "code", + "execution_count": 196, + "metadata": {}, + "outputs": [], + "source": [ + "target= data['Outcome']\n", + "Predictor = data.iloc[:,:-1]" + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 203, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.pairplot(Predictor)" + ] + }, + { + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 6ff128a58807b7e3e24d8061c3d7c80e5f557dfe Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 16:06:15 +0530 Subject: [PATCH 27/53] Roadmap for Data Science Learning --- .../data_science_roadmap.txt | 27 +++++++++++++++++++ 1 file changed, 27 insertions(+) create mode 100644 machine learning basics/data_science_roadmap.txt diff --git a/machine learning basics/data_science_roadmap.txt b/machine learning basics/data_science_roadmap.txt new file mode 100644 index 0000000..ca8e8be --- /dev/null +++ b/machine learning basics/data_science_roadmap.txt @@ -0,0 +1,27 @@ +Data Science Learning Curve +1. Khan Academy (https://www.khanacademy.org/) – Linear Algebra, Statistics and Probability, Calculus, Multivariable +Calculus +2. Lynda (https://www.lynda.com) - Statistics Foundation -1 ,2 & 3 +3. Python Packages (https://pypi.org) – Pandas, Numpy, Matplotlib, Plotly, Scipy, Scikit-learn, TensorFlow, +Keras, NLTK, Gensim, Scrapy, statsmodels, +4. Caltech (https://work.caltech.edu/telecourse.html) – Learning from Data +5. Microsoft (https://www.edx.org/school/microsoft) – Data Science – Professional Program Track +6. Coursera (https://coursera.org) – Andrew NG and Deep Learning [Stanford Courses] +7. Pluralsight (https://www.pluralsight.com) – Data Mining and Advanced Analytics +8. Tableau (https://www.tableau.com/learn/training) – Data Visualization +9.Dataquest (https://www.dataquest.io/) - Data Science Courses +10. Fast.ai (https://www.fast.ai/) – Complete reference for Deep Learning +11.Cognitive Classes (https://cognitiveclass.ai) – Introduction to Data Science, Text Analysis and Big Data +Fundamentals +12.Udemy (https://udemy.com) – Machine-learning A to Z +13.Kaggle (kaggle.com) – Hands-on practices, Learn basic Data Science Fundamentals from Learn +Section +14.Datacamp (https://datacamp.com) – Data Scientist track + +Reference Blogs: +1. Analytics Vidhya (analyticsvidhya.com) +2. Machine Learning Mastery (https://machinelearningmastery.com) +3. Towards Data Science (https://towardsdatascience.com) +4. Safari Books (https://www.oreilly.com/) +5. Kdnuggets (https://www.kdnuggets.com/) + From aa6c287af99c5aee056335c91f3040fd8f2c113d Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 22:20:20 +0530 Subject: [PATCH 28/53] Classes, Inheritance and Constructors in Python Adding Classes, Inheritance, Default and Parameterised Constructors. --- .../class_inheritance_constructors.ipynb | 202 ++++++++++++++++++ 1 file changed, 202 insertions(+) create mode 100644 python basics/class_inheritance_constructors.ipynb diff --git a/python basics/class_inheritance_constructors.ipynb b/python basics/class_inheritance_constructors.ipynb new file mode 100644 index 0000000..7cd4eba --- /dev/null +++ b/python basics/class_inheritance_constructors.ipynb @@ -0,0 +1,202 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Learn basics of classes, inheritance and constructor in python. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Sea Blue is a varient of Indica car\n", + "Sea Blue is a varient of Indica car and it runs on Diesel\n" + ] + } + ], + "source": [ + "#Creating class and object\n", + "class Indica:\n", + " #class attribute\n", + " parent = 'car'\n", + " \n", + " #instance attribute\n", + " def __init__(self,color,variety):\n", + " self.color = color\n", + " self.variety = variety\n", + " \n", + "#instantiate the indica class\n", + "seaBlue = Indica(\"Sea Blue\",\"Diesel\")\n", + "\n", + "#access class attributes\n", + "print(\"Sea Blue is a varient of Indica {}\".format(seaBlue.__class__.parent))\n", + "\n", + "#access instance attributes\n", + "print(\"{} is a varient of Indica car and it runs on {}\".format(seaBlue.color,seaBlue.variety))" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "I love Cars\n", + "I love BMW Cars\n", + "BMW\n", + "Ride faster\n", + "It does flying\n" + ] + } + ], + "source": [ + "#Making use of basic inheritance in python (Extending the Functionality of a Parent Class)\n", + "# parent class\n", + "class Car:\n", + " \n", + " def __init__(self):\n", + " print(\"I love Cars\")\n", + "\n", + " def whoisThis(self):\n", + " print(\"Car\")\n", + "\n", + " def ride(self):\n", + " print(\"Ride faster\")\n", + "\n", + "# child class\n", + "class BMW(Car):\n", + "\n", + " def __init__(self):\n", + " # call super() function\n", + " super().__init__()\n", + " print(\"I love BMW Cars\")\n", + "\n", + " def whoisThis(self):\n", + " print(\"BMW\")\n", + "\n", + " def fastAtCore(self):\n", + " print(\"It does flying\")\n", + "\n", + "car_bmw_obj = BMW()\n", + "car_bmw_obj.whoisThis()\n", + "car_bmw_obj.ride()\n", + "car_bmw_obj.fastAtCore()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Hactoberfest in Chennai\n" + ] + } + ], + "source": [ + "#Constructors are used for instantiating an object\n", + "#Default Constructor\n", + "class Hack: \n", + " data = \"\" \n", + " \n", + " # default constructor \n", + " def __init__(self): \n", + " self.data = \"Hactoberfest in Chennai\"\n", + " \n", + " # print data members \n", + " def printData(self): \n", + " print(self.data) \n", + " \n", + " \n", + "# creating object of the class \n", + "data_obj = Hack() \n", + " \n", + "# calling the instance method using the object obj \n", + "data_obj.printData() " + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "I love Python and only Python!\n" + ] + } + ], + "source": [ + "#Parameterised Constructor\n", + "\n", + "class Hack: \n", + " langChoice1 = ''\n", + " langChoice2 = ''\n", + " \n", + " # Parameterised constructor \n", + " def __init__(self,lang1,lang2): \n", + " self.langChoice1 = lang1\n", + " self.langChoice2 = lang2\n", + " \n", + " #displaying outcome from doSomething()\n", + " def dis(self):\n", + " print(\"I love \"+str(self.addData))\n", + " \n", + " # do string operations \n", + " def doSomething(self): \n", + " self.addData = self.langChoice1 + \" and only \" + self.langChoice2 + \"!\"\n", + " \n", + " \n", + "# creating object and Passing arguments \n", + "data_obj = Hack('Python','Python') \n", + " \n", + "# calling doSomething method to do some operations\n", + "data_obj.doSomething() \n", + "\n", + "# calling dis method to print outcome\n", + "data_obj.dis()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 5c29177688699f4539002372e3c50c8937db26f3 Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sun, 6 Oct 2019 00:32:55 +0530 Subject: [PATCH 29/53] Basics of Speech Recognition Learning the basics of Speech Recognition using the Speech Recognition library. I have used google web speech API as recogniser in this tutorial. --- .../SpeechRecognition.ipynb | 117 ++++++++++++++++++ 1 file changed, 117 insertions(+) create mode 100644 machine learning basics/SpeechRecognition.ipynb diff --git a/machine learning basics/SpeechRecognition.ipynb b/machine learning basics/SpeechRecognition.ipynb new file mode 100644 index 0000000..a54e615 --- /dev/null +++ b/machine learning basics/SpeechRecognition.ipynb @@ -0,0 +1,117 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Speech must be converted from physical sound to an electrical signal with a microphone, and then to digital data with an analog-to-digital converter. Once digitized, several models can be used to transcribe the audio to text." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "#Speech Recognition using Python\n", + "#import required libraries\n", + "import speech_recognition as sr" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "#Recognizer class (The primary purpose of a Recognizer instance is to recognize speech)\n", + "recogniser = sr.Recognizer()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The context manager opens the file and reads its contents, storing the data in an AudioFile instance called source. Then the record() method records the data from the entire file into an AudioData instance. " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "the salesman old beer drinkers it takes hi to bring out the order I call dip restore selfinvest a salt a call this find him because of my favourite is just for food is Bihar cross bun\n" + ] + } + ], + "source": [ + "#Each Recognizer instance has various methods for recognizing speech from an audio source using various APIs\n", + "#I am going to use google web speech api\n", + "#Download the wav file from https://github.com/realpython/python-speech-recognition/blob/master/audio_files/harvard.wav\n", + "\n", + "harvard = sr.AudioFile('harvard.wav')\n", + "data = \" \"\n", + "with harvard as source:\n", + " audio = recogniser.record(source)\n", + " data = recogniser.recognize_google(audio)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Caution: The default key provided by SpeechRecognition is for testing purposes only, and Google may revoke it at any time. It is not a good idea to use the Google Web Speech API in production. Even with a valid API key, you’ll be limited to only 50 requests per day" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "the salesman old beer drinkers it takes hi to bring out the order I call dip restore selfinvest a salt a call this find him because of my favourite is just for food is Bihar cross bun\n" + ] + } + ], + "source": [ + "#Congratulations, You tried converting the first audio file which contains speech into text.\n", + "print(data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Reference Link: https://pypi.org/project/SpeechRecognition/" + ] + } + ], + "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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From f675cc9e29290f465c7bcaf906651fbaddaef3db Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sun, 6 Oct 2019 01:08:39 +0530 Subject: [PATCH 30/53] Simple Classification Problem Classifying fruits based on mass, color, width, and height. --- .../First_Classifier.ipynb | 446 ++++++++++++++++++ 1 file changed, 446 insertions(+) create mode 100644 machine learning basics/First_Classifier.ipynb diff --git a/machine learning basics/First_Classifier.ipynb b/machine learning basics/First_Classifier.ipynb new file mode 100644 index 0000000..3dfa9af --- /dev/null +++ b/machine learning basics/First_Classifier.ipynb @@ -0,0 +1,446 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First Classfication Learning using fruits dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [], + "source": [ + "#import required libraries\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn import metrics\n", + "from sklearn.metrics import classification_report\n", + "import os\n", + "#os.chdir('Downloads')" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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fruit_labelfruit_namefruit_subtypemasswidthheightcolor_score
01applegranny_smith1928.47.30.55
11applegranny_smith1808.06.80.59
21applegranny_smith1767.47.20.60
32mandarinmandarin866.24.70.80
42mandarinmandarin846.04.60.79
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" + ], + "text/plain": [ + " fruit_label fruit_name fruit_subtype mass width height color_score\n", + "0 1 apple granny_smith 192 8.4 7.3 0.55\n", + "1 1 apple granny_smith 180 8.0 6.8 0.59\n", + "2 1 apple granny_smith 176 7.4 7.2 0.60\n", + "3 2 mandarin mandarin 86 6.2 4.7 0.80\n", + "4 2 mandarin mandarin 84 6.0 4.6 0.79" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#read and preview dataset\n", + "#Dataset Download link - https://github.com/susanli2016/Machine-Learning-with-Python/blob/master/fruit_data_with_colors.txt\n", + "fruits = pd.read_table('fruit_data_with_colors.csv')\n", + "fruits.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{1: 'apple', 2: 'mandarin', 3: 'orange', 4: 'lemon'}" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# create a mapping from fruit label value to fruit name to make results easier to interpret\n", + "look_up_fruit_name = dict(zip(fruits.fruit_label.unique(), fruits.fruit_name.unique()))\n", + "look_up_fruit_name" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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width59.07.1050850.8169385.806.607.207.509.60
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" + ], + "text/plain": [ + " count mean std min 25% 50% 75% \\\n", + "fruit_label 59.0 2.542373 1.208048 1.00 1.00 3.00 4.00 \n", + "mass 59.0 163.118644 55.018832 76.00 140.00 158.00 177.00 \n", + "width 59.0 7.105085 0.816938 5.80 6.60 7.20 7.50 \n", + "height 59.0 7.693220 1.361017 4.00 7.20 7.60 8.20 \n", + "color_score 59.0 0.762881 0.076857 0.55 0.72 0.75 0.81 \n", + "\n", + " max \n", + "fruit_label 4.00 \n", + "mass 362.00 \n", + "width 9.60 \n", + "height 10.50 \n", + "color_score 0.93 " + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#get dataset overview\n", + "fruits.shape\n", + "fruits.describe().T" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "# Split the data into training and testing\n", + "X = fruits[['mass', 'width', 'height', 'color_score']]\n", + "y = fruits['fruit_label']\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, random_state = 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/anaconda3/lib/python3.6/site-packages/ipykernel_launcher.py:4: FutureWarning: pandas.scatter_matrix is deprecated. Use pandas.plotting.scatter_matrix instead\n", + " after removing the cwd from sys.path.\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting a scatter matrix\n", + "from matplotlib import cm\n", + "cmap = cm.get_cmap('gnuplot')\n", + "scatter = pd.scatter_matrix(X_train, c = y_train, marker = 'o', s=40, hist_kwds={'bins':15}, figsize=(20,20))" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plotting a 3D scatter plot\n", + "from mpl_toolkits.mplot3d import Axes3D\n", + "fig = plt.figure(figsize=(10,10))\n", + "ax = fig.add_subplot(111, projection = '3d')\n", + "ax.scatter(X_train['width'], X_train['height'], X_train['color_score'], c = y_train, marker = 'o', s=100)\n", + "ax.set_xlabel('width')\n", + "ax.set_ylabel('height')\n", + "ax.set_zlabel('color_score')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [], + "source": [ + "# Create classifier object\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "knn = KNeighborsClassifier(n_neighbors = 4)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "KNeighborsClassifier(algorithm='auto', leaf_size=30, metric='minkowski',\n", + " metric_params=None, n_jobs=1, n_neighbors=4, p=2,\n", + " weights='uniform')" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Train the classifier using the training data\n", + "knn.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [], + "source": [ + "# Estimate the accuracy of the classifier on future data, using the test data\n", + "y_pred = knn.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " precision recall f1-score support\n", + "\n", + " 1 0.50 0.75 0.60 4\n", + " 2 1.00 1.00 1.00 1\n", + " 3 0.75 0.38 0.50 8\n", + " 4 0.25 0.50 0.33 2\n", + "\n", + "avg / total 0.63 0.53 0.54 15\n", + "\n" + ] + } + ], + "source": [ + "#print classification report to evaluate the performance of the classifier\n", + "print(classification_report(y_test, y_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": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 9472b8a71a3a77e8e46ac4363462df2beebd63a9 Mon Sep 17 00:00:00 2001 From: Pawan Sen <44730489+pawan-sen@users.noreply.github.com> Date: Sun, 6 Oct 2019 00:08:54 +0530 Subject: [PATCH 31/53] Create linear_regression.py --- machine learning basics/linear_regression.py | 77 ++++++++++++++++++++ 1 file changed, 77 insertions(+) create mode 100644 machine learning basics/linear_regression.py diff --git a/machine learning basics/linear_regression.py b/machine learning basics/linear_regression.py new file mode 100644 index 0000000..b1b30fb --- /dev/null +++ b/machine learning basics/linear_regression.py @@ -0,0 +1,77 @@ +#THIS PROGRAM IS TO GIVE BEGINNER'S BASIC GRASP OF LINEAR REGRESSION IN ML + + +#1. IMPORT:- + +# pandas is used for loading datasets +import pandas as pd + +#sklearn is famous Data Science library used for various purposes and sklearn.datasets has many pre-loaded datasets +from sklearn import datasets + +#matplotlib is famous for data visualization +from matplotlib import pyplot as plt + +#seaborn is also used for data visualization +import seaborn as sns + +#For handling array +import numpy as np + +#2. DATASET READING AND UNDERSTANDING + +#First we will load the dataset into a dataframe(df) +df=datasets.load_boston() + +print(df) + +#As we can see df is in format not suitable for anything +#So we arrange in a Dataset +x=df.data +boston=pd.DataFrame(df.data,columns=df.feature_names) +boston.head() + +boston['MEDV']=df.target +boston.head() + +#Now we'll see if there is any need feature cleaning(beginner should only do if there are null values present +boston.isnull().sum() + +#correlation matrix show how dependent various features are to each other(used for extracting important features only) +#1,-1=>highly dependent 0=>not dependent at all +plt.figure(figsize=(10,9)) +correlation_matrix=boston.corr() +sns.heatmap(correlation_matrix, annot=True)#annot true for printing value inside square +plt.show() + +#3. MODEL + +#Here x will be the features(values of different things) and y will be the label(answer that we got from x) +x=boston.drop(columns=['MEDV'],axis=1) +x.head() + +y=boston.MEDV + +#splitting data into training and testing(but theoritical it's more like training and validation but it's ok for now) +from sklearn.model_selection import train_test_split + +x_train,x_test,y_train,y_test=train_test_split(x,y,test_size=0.2) + +#making a linear regression model +from sklearn import linear_model +lr=linear_model.LinearRegression() + +#train the model -> fitting the model +lr.fit(x_train,y_train) + +#now predicting +y_predict=lr.predict(x_test) + + +#4. EVALUATION + +lr.score(x_test,y_test) + +#mean squared error +from sklearn.metrics import mean_squared_error as mse +mse(y_predict,y_test) From 50ce6e9d946072c88b3175f86aa3718c943f03b1 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 13:00:36 -0300 Subject: [PATCH 32/53] Added a string manipulation guide. --- python basics/string_manipulation.py | 87 ++++++++++++++++++++++++++++ 1 file changed, 87 insertions(+) create mode 100644 python basics/string_manipulation.py diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py new file mode 100644 index 0000000..4817738 --- /dev/null +++ b/python basics/string_manipulation.py @@ -0,0 +1,87 @@ +#String manipulation +string = "hello, world!" + +#Capitalizes the first letter of the string. +print('Capitalize:', string.capitalize()) + +#Replaces a specific part of the string with another. +#In this case, it replaces every 'hello' with 'Greetings' +print('Replace:', string.replace('hello', 'Greetings')) + +#Capitalizes the first letter of every word. +print('Title:', string.title()) + +#Turns every letter into upper case. +print('Uppercase:', string.upper()) + +string = 'HELLO, WORLD!' + +#Turns every letter into lower case. +print('Lowercase:', string.lower()) + +string = ' hello, world! ' + +#Removes the extra spaces from the right. +print('Right strip:', string.rstrip()) + +#Removes the extra spaces from the left. +print('Left strip:', string.lstrip()) + +#Removes the extra spaces both from left and right. +print('Strip:', string.strip()) + +#Splits the current string into a list of strings. +#In this case, every list element is separated from another +#when there's a comma in the original string. +#If no argument is given, it splits where it finds a blank space. +string_split = string.split(',') +print(string_split) + +#After splitting, we can merge them together once more using join. +print('Join:', ''.join(string_split)) + +#Originally, join inserts a set of characters for every character in a string. +#You can use it to put - after every characters, for example. +print('Separate characters:', '-'.join(string)) + +#Or to separate strings from a list of strings when joining them. +print('Separate strings:', '-'.join(string_split)) + +#Strings are "a list of characters", and you can access +#specific parts of a string just like a list. +string = 'Hello, world!' + +#Returns the very first character of a string. +print('Position 0:', string[0]) + +#Returns from character in position 0 until +#character in position 4. +print('Position 0 to 4:', string[:5]) +#Note it uses [:5], but it doesn't include position 5 in the output. + +#Returns from character in position 7 until the end. +print('Position 7 to end:', string[7:]) + +#Returns from character in position 3 until +#character in position 5. +print('Position 3 to 5:', string[3:6]) +#Just like the first example, it uses :6 but doesn't +#include position 6 in the output + +#Returns from character in position 3 until character +#in position 9, picking a character every 2 characters. +print('Position 3 to 8, every 2 characters:', string[3:9:2]) +#As explained above, even though we use :9, the character +#in position 9 is not included in the output. + +#The same way, we can pick a string for every character, but backwards. +print('Reversed:', string[::-1]) +#Note we needed to put :: before -1 because the first two arguments +#are used for position, just like demonstrated above. + +#Returns the position of a set of characters in a string +print('Position of "world!":', string.find('world!')) +#Note it returns only the position of the first letter of what you're searching for. + +#If such set of characters is not found, it'll return -1 +print('Position of "Hola!":', string.find('Hola!')) \ No newline at end of file From fe1d8defdb63b68f55e18d809cf8dc5db620708d Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:27:35 -0300 Subject: [PATCH 33/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 33 +++++++++++++--------------- 1 file changed, 15 insertions(+), 18 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 4817738..a09bb25 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -1,4 +1,6 @@ #String manipulation +#Strings are "a list of characeters", and here you can learn a bit of how to manipulate them. + string = "hello, world!" #Capitalizes the first letter of the string. @@ -14,25 +16,26 @@ #Turns every letter into upper case. print('Uppercase:', string.upper()) +#Now with a full-uppercase string. string = 'HELLO, WORLD!' #Turns every letter into lower case. print('Lowercase:', string.lower()) +#Now with extra spaces in the string. string = ' hello, world! ' +#Removes the extra spaces from left and right. +print('Strip:', string.strip()) + #Removes the extra spaces from the right. print('Right strip:', string.rstrip()) #Removes the extra spaces from the left. print('Left strip:', string.lstrip()) -#Removes the extra spaces both from left and right. -print('Strip:', string.strip()) - #Splits the current string into a list of strings. -#In this case, every list element is separated from another -#when there's a comma in the original string. +#In this case, every list element is separated from another when there's a comma in the original string. #If no argument is given, it splits where it finds a blank space. string_split = string.split(',') print(string_split) @@ -47,41 +50,35 @@ #Or to separate strings from a list of strings when joining them. print('Separate strings:', '-'.join(string_split)) -#Strings are "a list of characters", and you can access -#specific parts of a string just like a list. +#Strings are "a list of characters", and you can access specific parts of a string just like a list. string = 'Hello, world!' #Returns the very first character of a string. print('Position 0:', string[0]) -#Returns from character in position 0 until -#character in position 4. +#Returns from character in position 0 until character in position 4. print('Position 0 to 4:', string[:5]) #Note it uses [:5], but it doesn't include position 5 in the output. #Returns from character in position 7 until the end. print('Position 7 to end:', string[7:]) -#Returns from character in position 3 until -#character in position 5. +#Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) #Just like the first example, it uses :6 but doesn't #include position 6 in the output -#Returns from character in position 3 until character -#in position 9, picking a character every 2 characters. +#Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) -#As explained above, even though we use :9, the character -#in position 9 is not included in the output. +#As explained above, even though we use :9, the character in position 9 is not included in the output. #The same way, we can pick a string for every character, but backwards. print('Reversed:', string[::-1]) -#Note we needed to put :: before -1 because the first two arguments -#are used for position, just like demonstrated above. +#Note we needed to put :: before -1 because the first two arguments are used for position, just like demonstrated above. #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) #Note it returns only the position of the first letter of what you're searching for. -#If such set of characters is not found, it'll return -1 +#If such set of characters is not found, it returns -1 print('Position of "Hola!":', string.find('Hola!')) \ No newline at end of file From 7f1b886cb07c7ff9bcb1e78b075b3b664f1fc183 Mon Sep 17 00:00:00 2001 From: Gabriel <5009772+ghm12@users.noreply.github.com> Date: Sat, 5 Oct 2019 13:06:25 -0300 Subject: [PATCH 34/53] Update string_manipulation.py minor grammar fix. --- python basics/string_manipulation.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index a09bb25..112b461 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -44,7 +44,7 @@ print('Join:', ''.join(string_split)) #Originally, join inserts a set of characters for every character in a string. -#You can use it to put - after every characters, for example. +#You can use it to put - after every character, for example. print('Separate characters:', '-'.join(string)) #Or to separate strings from a list of strings when joining them. @@ -81,4 +81,4 @@ #Note it returns only the position of the first letter of what you're searching for. #If such set of characters is not found, it returns -1 -print('Position of "Hola!":', string.find('Hola!')) \ No newline at end of file +print('Position of "Hola!":', string.find('Hola!')) From cf6b8c397ea03e7493aeb8d776653f1ecbee9618 Mon Sep 17 00:00:00 2001 From: Gabriel <5009772+ghm12@users.noreply.github.com> Date: Sat, 5 Oct 2019 13:09:11 -0300 Subject: [PATCH 35/53] Update string_manipulation.py Comment a specific case of string.find(). --- python basics/string_manipulation.py | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 112b461..d81226a 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -78,7 +78,8 @@ #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) -#Note it returns only the position of the first letter of what you're searching for. +#Note it returns only the position of the first character of what you're searching for. +#If there is more than one ocurrance of what you're searching for, it returns the first. #If such set of characters is not found, it returns -1 print('Position of "Hola!":', string.find('Hola!')) From afc0778aaf9310fa33553d7fd9ea0ccbe4234ee9 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:33:21 -0300 Subject: [PATCH 36/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index d81226a..49089cf 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -65,8 +65,7 @@ #Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't -#include position 6 in the output +#Just like the first example, it uses :6 but doesn't include position 6 in the output #Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) From 56fb4e968418f6b27130cd876e2d8f9ce8ca3bee Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:37:19 -0300 Subject: [PATCH 37/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 49089cf..81e78d3 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -1,5 +1,5 @@ #String manipulation -#Strings are "a list of characeters", and here you can learn a bit of how to manipulate them. +#Strings are "a list of characters", and here you can learn a bit of how to manipulate them. string = "hello, world!" @@ -65,7 +65,7 @@ #Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't include position 6 in the output +#Just like the first example, it uses :6 but doesn't include position 6 in the output. #Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) @@ -80,5 +80,5 @@ #Note it returns only the position of the first character of what you're searching for. #If there is more than one ocurrance of what you're searching for, it returns the first. -#If such set of characters is not found, it returns -1 +#If such set of characters is not found, it returns -1. print('Position of "Hola!":', string.find('Hola!')) From 3f073da30e5d14793a740c716c46bd5f0617e42c Mon Sep 17 00:00:00 2001 From: Alex Pedersen Date: Sat, 5 Oct 2019 17:32:22 +0200 Subject: [PATCH 38/53] ADD: Simple sample applications --- factorial of a number | 7 - .../sample_oo_api/.sample_venv | 0 sample applications/sample_oo_api/README.md | 13 + sample applications/sample_oo_api/app.py | 56 + .../sample_oo_api/config/openAPI.yaml | 265 + .../sample_oo_api/controllers/api.py | 84 + .../sample_oo_api/database/manager.py | 65 + .../sample_oo_api/database/world_x.sql | 5615 +++++++++++++++++ .../sample_oo_api/models/city.py | 7 + .../sample_oo_api/models/country.py | 7 + .../sample_oo_api/models/countryinfo.py | 7 + .../sample_oo_api/models/countrylanguage.py | 7 + .../sample_oo_dashboard/README.md | 14 + .../sample_oo_dashboard/app.py | 52 + .../sample_oo_dashboard/assets/main.js | 0 .../sample_oo_dashboard/assets/style.css | 0 .../sample_oo_dashboard/controllers/hello.py | 26 + .../sample_oo_dashboard/controllers/router.py | 48 + .../sample_oo_dashboard/data/session.py | 4 + .../sample_oo_dashboard/database/manager.py | 72 + .../sample_oo_dashboard/database/models.py | 21 + .../database/sample_database.sql | 85 + .../sample_oo_dashboard/layouts/layouts.py | 81 + .../requirements_dashboard.txt | 42 + 24 files changed, 6571 insertions(+), 7 deletions(-) delete mode 100644 factorial of a number create mode 100644 sample applications/sample_oo_api/.sample_venv create mode 100644 sample applications/sample_oo_api/README.md create mode 100644 sample applications/sample_oo_api/app.py create mode 100644 sample applications/sample_oo_api/config/openAPI.yaml create mode 100644 sample applications/sample_oo_api/controllers/api.py create mode 100644 sample applications/sample_oo_api/database/manager.py create mode 100644 sample applications/sample_oo_api/database/world_x.sql create mode 100644 sample applications/sample_oo_api/models/city.py create mode 100644 sample applications/sample_oo_api/models/country.py create mode 100644 sample applications/sample_oo_api/models/countryinfo.py create mode 100644 sample applications/sample_oo_api/models/countrylanguage.py create mode 100644 sample applications/sample_oo_dashboard/README.md create mode 100644 sample applications/sample_oo_dashboard/app.py create mode 100644 sample applications/sample_oo_dashboard/assets/main.js create mode 100644 sample applications/sample_oo_dashboard/assets/style.css create mode 100644 sample applications/sample_oo_dashboard/controllers/hello.py create mode 100644 sample applications/sample_oo_dashboard/controllers/router.py create mode 100644 sample applications/sample_oo_dashboard/data/session.py create mode 100644 sample applications/sample_oo_dashboard/database/manager.py create mode 100644 sample applications/sample_oo_dashboard/database/models.py create mode 100644 sample applications/sample_oo_dashboard/database/sample_database.sql create mode 100644 sample applications/sample_oo_dashboard/layouts/layouts.py create mode 100644 sample applications/sample_oo_dashboard/requirements_dashboard.txt diff --git a/factorial of a number b/factorial of a number deleted file mode 100644 index a58fc51..0000000 --- a/factorial of a number +++ /dev/null @@ -1,7 +0,0 @@ -def factorial(n): - if n == 0: - return 1 - else: - return n * factorial(n-1) -n=int(input("Input a number to compute the factiorial : ")) -print(factorial(n)) diff --git a/sample applications/sample_oo_api/.sample_venv b/sample applications/sample_oo_api/.sample_venv new file mode 100644 index 0000000..e69de29 diff --git a/sample applications/sample_oo_api/README.md b/sample applications/sample_oo_api/README.md new file mode 100644 index 0000000..1adc680 --- /dev/null +++ b/sample applications/sample_oo_api/README.md @@ -0,0 +1,13 @@ +# Sample: Python API +This repository is built to serve as a sample to how you can build a modern Python API with minimal code. + +## How to run: +1. Import world_x db (in database folder!) +2. Set environment variables for DB Connection +3. Run `pip3 install -r requirements.txt` +4. Run `python3 application.py` + +## Credits +- Orator ORM for database management: https://orator-orm.com +- Connexion for OpenAPI: https://github.com/zalando/connexion +- MySQL for World_X DB: https://dev.mysql.com/doc/index-other.html diff --git a/sample applications/sample_oo_api/app.py b/sample applications/sample_oo_api/app.py new file mode 100644 index 0000000..65986e3 --- /dev/null +++ b/sample applications/sample_oo_api/app.py @@ -0,0 +1,56 @@ +# Python core imports +import os +import uuid + +# Python third-party imports +import connexion +from flask import redirect, url_for + + +# Connexion setup +debugging = os.environ.get('debugging') +options = {"swagger_ui": debugging} + +application = connexion.FlaskApp( + __name__, + specification_dir='config/', + options=options + ) + +application.add_api( + 'openAPI.yaml', + base_path='/api', + arguments={'title': 'Sample API'} + ) + +# CSRF Key/Secret for forms +application.app.config.update( + dict( + SECRET_KEY=str(uuid.uuid4()), + WTF_CSRF_SECRET_KEY=str(uuid.uuid4()) + ) +) + +# Max payload (to restrict large file uploads) +application.app.config['MAX_CONTENT_LENGTH'] = 10 * 1024 * 1024 + +# Re-direct to Swagger/OpenAPI UI +@application.app.route('/') +def index(): + return redirect( + location=url_for( + endpoint='/api./api_swagger_ui_index' + ), + code=302 + ) + + +# Default robots reply +@application.app.route('/robots.txt', methods=['GET']) +def robots(): + return "User-agent: *\nDisallow: /" + + +# Run +if __name__ == '__main__': + application.run() diff --git a/sample applications/sample_oo_api/config/openAPI.yaml b/sample applications/sample_oo_api/config/openAPI.yaml new file mode 100644 index 0000000..2fb4f1f --- /dev/null +++ b/sample applications/sample_oo_api/config/openAPI.yaml @@ -0,0 +1,265 @@ +openapi: 3.0.1 +info: + version: 0.0.1 + title: API World_X + description: "Sample API using the free Oracle World_X DB. All objects referenced are JSON objects." +paths: + /getCity: + summary: Returns information about a given city + description: Returns information about a given city + get: + summary: Returns information about a given city + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the city. + description: Returns information about a given city + operationId: controllers.api.get_city + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + id: + type: number + Name: + type: string + CountryCode: + type: string + Info: + type: object + example: + id: 1 + Name: Kabul + CountryCode: AFG + Info: object + + tags: + - city + /getCityAll: + summary: Returns all city information + description: Returns all city information + get: + summary: Returns all city information + description: Returns all city information + operationId: controllers.api.get_city_all + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + id: + type: number + Name: + type: string + CountryCode: + type: string + Info: + type: object + example: [ + { + "id": 1, + "Name": "Kabul", + "CountryCode": "AFG", + "Info": object + }, + { + "id": 1, + "Name": "Kabul", + "CountryCode": "AFG", + "Info": object + } + ] + tags: + - city + /getCountry: + summary: Returns information about a given country + description: Returns information about a given country + get: + summary: Returns information about a given country + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the country + description: Returns information about a given country + operationId: controllers.api.get_country + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + Code: + type: string + Name: + type: string + Capital: + type: string + Code2: + type: string + example: + Code: ABW + Name: Aruba + Capital: 129 + Code2: AW + + + tags: + - country + /getCountryAll: + summary: Returns all country information + description: Returns all country information + get: + summary: Returns all country information + description: Returns all country information + operationId: controllers.api.get_country_all + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + id: + type: number + Name: + type: string + CountryCode: + type: string + Info: + type: object + example: [ + { + "Code": 1, + "Name": "Armenia", + "Capital": 126, + "Code2": "AM" + }, + { + "Code": 1, + "Name": "American Samoa", + "Capital": 54, + "Code2": "AS" + } + ] + + tags: + - country + /getCountryInfo: + summary: Returns detailed information about a given country + description: Returns detailed information about a given country + get: + summary: Returns detailed information about a given country + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the country + description: Returns detailed information about a given country + operationId: controllers.api.get_countryinfo + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + doc: + type: string + _id: + type: string + example: + doc: dataMap + _id: ABW + tags: + - country + /getCountryLanguage: + summary: Returns language information about a given country + parameters: + - in: query + name: name + schema: + type: string + required: true + description: the name of the language + description: Returns language information about a given country + get: + summary: 'Returns language information about a given country' + description: 'Returns language information about a given country' + operationId: controllers.api.get_countrylanguage + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + CountryCode: + type: string + Language: + type: string + IsOfficial: + type: string + enum: ['T', 'F'] + Percentage: + type: number + example: + CountryCode: ABW + Language: Dutch + IsOfficial: T + Percentage: 5.3 + tags: + - language + /getCountryLanguageAll: + summary: Returns all country language information + description: Returns all country language information + get: + summary: 'Returns all country language information' + description: 'Returns all country language information' + operationId: controllers.api.get_countrylanguage_all + responses: + '200': + description: OK + content: + application/json: + schema: + type: object + properties: + CountryCode: + type: string + Language: + type: string + IsOfficial: + type: string + enum: ['T', 'F'] + Percentage: + type: number + example: [ + { + "CountryCode": "ABW", + "Language": "Dutch", + "IsOfficial": "T", + "Percentage": 5.3 + } + ] + tags: + - language diff --git a/sample applications/sample_oo_api/controllers/api.py b/sample applications/sample_oo_api/controllers/api.py new file mode 100644 index 0000000..c79a852 --- /dev/null +++ b/sample applications/sample_oo_api/controllers/api.py @@ -0,0 +1,84 @@ +# # Local imports (relative) +# from database.manager import db + +# Local imports (absolute) +from Examples.sample_oo_api.database.manager import db + + +# City calls +def get_city(name: str) -> dict: + """ + API Controlled method to retrieve city details for specified city + Arguements: + - name name of the city + + Returns a dict with information about the requested city + """ + return db.City.where('Name', '=', name.capitalize()).get().serialize() + + +def get_city_all(): + """ + API Controlled method to retrieve city details for all available cities + + Returns a dict with information about all available cities + """ + return db.City.all().serialize() + + +def get_country(name: str) -> dict: + """ + API Controlled method to retrieve country details for specified country + Arguements: + - name name of the country + + Returns a dict with information about the requested city + """ + return db.Country.where('Name', '=', name.capitalize()).get().serialize() + + +def get_country_all() -> dict: + """ + API Controlled method to retrieve country details for + all available countries + + Returns a dict with information about all available countries + """ + return db.Country.all().serialize() + + +# Country info calls +def get_countryinfo(id: str): + """ + API Controlled method to retrieve: + Arguements: + - id ID code of a specific country + + Returns a dict with detailed information about the requested country + """ + return db.CountryInfo.where('_id', '=', id.upper()).get().serialize() + + +# Country language calls +def get_countrylanguage(language: str): + """ + API Controlled method to retrieve: + Arguements: + - language language of the country to retrieve + + Returns a dict with requested data + """ + return db.CountryLanguage.where('Language', '=', language.capitalize()) \ + .get() \ + .serialize() + + +def get_countrylanguage_all(): + """ + API Controlled method to retrieve: + Arguements: + - + + Returns a dict with requested data + """ + return db.CountryLanguage.all().get().serialize() diff --git a/sample applications/sample_oo_api/database/manager.py b/sample applications/sample_oo_api/database/manager.py new file mode 100644 index 0000000..faae04d --- /dev/null +++ b/sample applications/sample_oo_api/database/manager.py @@ -0,0 +1,65 @@ +# Python core imports +import os + +# Third-party imports +from orator import DatabaseManager +from orator import Model + +# Importing local models +from models.city import city +from models.country import country +from models.countryinfo import countryinfo +from models.countrylanguage import countrylanguage + + +class Database: + """ + Contains database methods + """ + + db = None + config = {} + + City = None + Country = None + CountryInfo = None + CountryLanguage = None + + # Config + config = {} + + def __init__(self): + """ + Initializes a database instance and binds the models to it. + + Arguement(s) + - self + + """ + # Bind Models to local variables + self.City = city + self.Country = country + self.CountryInfo = countryinfo + self.CountryLanguage = countrylanguage + + # Set config + self.config = { + 'mysql': { + 'driver': 'mysql', + 'host': os.getenv('DB_HOST'), + 'database': os.getenv('DB_NAME'), + 'user': os.getenv('DB_USER'), + 'password': os.getenv('DB_PASSWORD'), + 'prefix': '' + } + } + + # Create database from config + self.db = DatabaseManager(self.config) + + # Auto-resolve connection + Model.set_connection_resolver(self.db) + + +# Create public instance +db = Database() diff --git a/sample applications/sample_oo_api/database/world_x.sql b/sample applications/sample_oo_api/database/world_x.sql new file mode 100644 index 0000000..677b0d3 --- /dev/null +++ b/sample applications/sample_oo_api/database/world_x.sql @@ -0,0 +1,5615 @@ +-- ------------------------------------------------------------- +-- TablePlus 2.9.1(264) +-- +-- https://tableplus.com/ +-- +-- Database: world_x +-- Generation Time: 2019-10-03 19:32:48.2890 +-- ------------------------------------------------------------- + + +/*!40101 SET @OLD_CHARACTER_SET_CLIENT=@@CHARACTER_SET_CLIENT */; +/*!40101 SET @OLD_CHARACTER_SET_RESULTS=@@CHARACTER_SET_RESULTS */; +/*!40101 SET @OLD_COLLATION_CONNECTION=@@COLLATION_CONNECTION */; +/*!40101 SET NAMES utf8mb4 */; +/*!40103 SET @OLD_TIME_ZONE=@@TIME_ZONE */; +/*!40103 SET TIME_ZONE='+00:00' */; +/*!40014 SET @OLD_UNIQUE_CHECKS=@@UNIQUE_CHECKS, UNIQUE_CHECKS=0 */; +/*!40014 SET @OLD_FOREIGN_KEY_CHECKS=@@FOREIGN_KEY_CHECKS, FOREIGN_KEY_CHECKS=0 */; +/*!40101 SET @OLD_SQL_MODE=@@SQL_MODE, SQL_MODE='NO_AUTO_VALUE_ON_ZERO' */; +/*!40111 SET @OLD_SQL_NOTES=@@SQL_NOTES, SQL_NOTES=0 */; + + +CREATE TABLE `city` ( + `ID` int(11) NOT NULL AUTO_INCREMENT, + `Name` char(35) NOT NULL DEFAULT '', + `CountryCode` char(3) NOT 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75.69999694824219}}', 'CHL'), +('{\"GNP\": 982268, \"_id\": \"CHN\", \"Name\": \"China\", \"IndepYear\": -1523, \"geography\": {\"Region\": \"Eastern Asia\", \"Continent\": \"Asia\", \"SurfaceArea\": 9572900}, \"government\": {\"HeadOfState\": \"Jiang Zemin\", \"GovernmentForm\": \"People\'sRepublic\"}, \"demographics\": {\"Population\": 1277558000, \"LifeExpectancy\": 71.4000015258789}}', 'CHN'), +('{\"GNP\": 11345, \"_id\": \"CIV\", \"Name\": \"Côte d’Ivoire\", \"IndepYear\": 1960, \"geography\": {\"Region\": \"Western Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 322463}, \"government\": {\"HeadOfState\": \"Laurent Gbagbo\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 14786000, \"LifeExpectancy\": 45.20000076293945}}', 'CIV'), +('{\"GNP\": 9174, \"_id\": \"CMR\", \"Name\": \"Cameroon\", \"IndepYear\": 1960, \"geography\": {\"Region\": \"Central Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 475442}, \"government\": {\"HeadOfState\": \"Paul 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73.69999694824219}}', 'HRV'), +('{\"GNP\": 3459, \"_id\": \"HTI\", \"Name\": \"Haiti\", \"IndepYear\": 1804, \"geography\": {\"Region\": \"Caribbean\", \"Continent\": \"North America\", \"SurfaceArea\": 27750}, \"government\": {\"HeadOfState\": \"Jean-Bertrand Aristide\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 8222000, \"LifeExpectancy\": 49.20000076293945}}', 'HTI'), +('{\"GNP\": 48267, \"_id\": \"HUN\", \"Name\": \"Hungary\", \"IndepYear\": 1918, \"geography\": {\"Region\": \"Eastern Europe\", \"Continent\": \"Europe\", \"SurfaceArea\": 93030}, \"government\": {\"HeadOfState\": \"Ferenc Mádl\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 10043200, \"LifeExpectancy\": 71.4000015258789}}', 'HUN'), +('{\"GNP\": 84982, \"_id\": \"IDN\", \"Name\": \"Indonesia\", \"IndepYear\": 1945, \"geography\": {\"Region\": \"Southeast Asia\", \"Continent\": \"Asia\", \"SurfaceArea\": 1904569}, \"government\": {\"HeadOfState\": \"Abdurrahman 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66.5}}', 'IRQ'), +('{\"GNP\": 8255, \"_id\": \"ISL\", \"Name\": \"Iceland\", \"IndepYear\": 1944, \"geography\": {\"Region\": \"Nordic Countries\", \"Continent\": \"Europe\", \"SurfaceArea\": 103000}, \"government\": {\"HeadOfState\": \"Ólafur Ragnar Grímsson\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 279000, \"LifeExpectancy\": 79.4000015258789}}', 'ISL'), +('{\"GNP\": 97477, \"_id\": \"ISR\", \"Name\": \"Israel\", \"IndepYear\": 1948, \"geography\": {\"Region\": \"Middle East\", \"Continent\": \"Asia\", \"SurfaceArea\": 21056}, \"government\": {\"HeadOfState\": \"Moshe Katzav\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 6217000, \"LifeExpectancy\": 78.5999984741211}}', 'ISR'), +('{\"GNP\": 1161755, \"_id\": \"ITA\", \"Name\": \"Italy\", \"IndepYear\": 1861, \"geography\": {\"Region\": \"Southern Europe\", \"Continent\": \"Europe\", \"SurfaceArea\": 301316}, \"government\": {\"HeadOfState\": \"Carlo Azeglio Ciampi\", 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\"demographics\": {\"Population\": 156483000, \"LifeExpectancy\": 61.099998474121094}}', 'PAK'), +('{\"GNP\": 9131, \"_id\": \"PAN\", \"Name\": \"Panama\", \"IndepYear\": 1903, \"geography\": {\"Region\": \"Central America\", \"Continent\": \"North America\", \"SurfaceArea\": 75517}, \"government\": {\"HeadOfState\": \"Mireya Elisa Moscoso Rodríguez\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 2856000, \"LifeExpectancy\": 75.5}}', 'PAN'), +('{\"GNP\": 0, \"_id\": \"PCN\", \"Name\": \"Pitcairn\", \"IndepYear\": null, \"geography\": {\"Region\": \"Polynesia\", \"Continent\": \"Oceania\", \"SurfaceArea\": 49}, \"government\": {\"HeadOfState\": \"Elisabeth II\", \"GovernmentForm\": \"Dependent Territory of the UK\"}, \"demographics\": {\"Population\": 50, \"LifeExpectancy\": null}}', 'PCN'), +('{\"GNP\": 64140, \"_id\": \"PER\", \"Name\": \"Peru\", \"IndepYear\": 1821, \"geography\": {\"Region\": \"South America\", \"Continent\": \"South America\", 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\"government\": {\"HeadOfState\": \"Ion Iliescu\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 22455500, \"LifeExpectancy\": 69.9000015258789}}', 'ROM'), +('{\"GNP\": 276608, \"_id\": \"RUS\", \"Name\": \"Russian Federation\", \"IndepYear\": 1991, \"geography\": {\"Region\": \"Eastern Europe\", \"Continent\": \"Europe\", \"SurfaceArea\": 17075400}, \"government\": {\"HeadOfState\": \"Vladimir Putin\", \"GovernmentForm\": \"Federal Republic\"}, \"demographics\": {\"Population\": 146934000, \"LifeExpectancy\": 67.19999694824219}}', 'RUS'), +('{\"GNP\": 2036, \"_id\": \"RWA\", \"Name\": \"Rwanda\", \"IndepYear\": 1962, \"geography\": {\"Region\": \"Eastern Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 26338}, \"government\": {\"HeadOfState\": \"Paul Kagame\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 7733000, \"LifeExpectancy\": 39.29999923706055}}', 'RWA'), +('{\"GNP\": 137635, \"_id\": \"SAU\", \"Name\": \"Saudi Arabia\", 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\"GovernmentForm\": \"Monarchy\"}, \"demographics\": {\"Population\": 1008000, \"LifeExpectancy\": 40.400001525878906}}', 'SWZ'), +('{\"GNP\": 536, \"_id\": \"SYC\", \"Name\": \"Seychelles\", \"IndepYear\": 1976, \"geography\": {\"Region\": \"Eastern Africa\", \"Continent\": \"Africa\", \"SurfaceArea\": 455}, \"government\": {\"HeadOfState\": \"France-Albert René\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 77000, \"LifeExpectancy\": 70.4000015258789}}', 'SYC'), +('{\"GNP\": 65984, \"_id\": \"SYR\", \"Name\": \"Syria\", \"IndepYear\": 1941, \"geography\": {\"Region\": \"Middle East\", \"Continent\": \"Asia\", \"SurfaceArea\": 185180}, \"government\": {\"HeadOfState\": \"Bashar al-Assad\", \"GovernmentForm\": \"Republic\"}, \"demographics\": {\"Population\": 16125000, \"LifeExpectancy\": 68.5}}', 'SYR'), +('{\"GNP\": 96, \"_id\": \"TCA\", \"Name\": \"Turks and Caicos Islands\", \"IndepYear\": null, \"geography\": {\"Region\": \"Caribbean\", \"Continent\": 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applications/sample_oo_api/models/city.py new file mode 100644 index 0000000..1c76a3a --- /dev/null +++ b/sample applications/sample_oo_api/models/city.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class city(Model): + __table__ = 'city' + pass diff --git a/sample applications/sample_oo_api/models/country.py b/sample applications/sample_oo_api/models/country.py new file mode 100644 index 0000000..4eeb4e4 --- /dev/null +++ b/sample applications/sample_oo_api/models/country.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class country(Model): + __table__ = 'country' + pass diff --git a/sample applications/sample_oo_api/models/countryinfo.py b/sample applications/sample_oo_api/models/countryinfo.py new file mode 100644 index 0000000..b813655 --- /dev/null +++ b/sample applications/sample_oo_api/models/countryinfo.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class countryinfo(Model): + __table__ = 'countryinfo' + pass diff --git a/sample applications/sample_oo_api/models/countrylanguage.py b/sample applications/sample_oo_api/models/countrylanguage.py new file mode 100644 index 0000000..3b5ba5d --- /dev/null +++ b/sample applications/sample_oo_api/models/countrylanguage.py @@ -0,0 +1,7 @@ +# Import base for the model +from orator import Model + + +class countrylanguage(Model): + __table__ = 'countrylanguage' + pass diff --git a/sample applications/sample_oo_dashboard/README.md b/sample applications/sample_oo_dashboard/README.md new file mode 100644 index 0000000..8843347 --- /dev/null +++ b/sample applications/sample_oo_dashboard/README.md @@ -0,0 +1,14 @@ +# Sample web application +This is a simple sample webapp built with flask, dash and orator. + +## How to Install +- run `pip3 install -r requirements_dashboard.txt` + +## How to run +- run app.py + +## Extra +There is a sample database set up but not yet used, +this is so that it can be a base for you to build on. + +Simply import the sample_database.sql to get started! \ No newline at end of file diff --git a/sample applications/sample_oo_dashboard/app.py b/sample applications/sample_oo_dashboard/app.py new file mode 100644 index 0000000..d9790bc --- /dev/null +++ b/sample applications/sample_oo_dashboard/app.py @@ -0,0 +1,52 @@ +# Python core imports +import os +import secrets + +# Third-party imports +import dash +import dash_bootstrap_components as dbc +from flask import Flask + +# Local imports (relative) +# from controllers.router import Router +# from controllers.hello import Hello +# from layouts.layouts import Layouts + +# Local imports (absolute) +from Examples.sample_oo_dashboard.controllers.router import Router +from Examples.sample_oo_dashboard.controllers.hello import Hello +from Examples.sample_oo_dashboard.layouts.layouts import Layouts + + +# App variables +debug = os.getenv('DEBUG') + +# Setting up flask for session management +application = Flask(__name__) +application.config.update( + dict( + SECRET_KEY=secrets.token_urlsafe(), + WTF_CSRF_SECRET_KEY=secrets.token_urlsafe() + ) +) + +# Setting up dash +app = dash.Dash( + __name__, + server=application, + external_stylesheets=[dbc.themes.FLATLY], + suppress_callback_exceptions=True +) + +app.title = 'Sample webapp' +app.layout = Layouts.base() + +# Registering the router +Router(app) + +# Registering callbacks +Hello(app) + +# Run +if __name__ == '__main__': + app.run_server(debug=debug) \ No newline at end of file diff --git a/sample applications/sample_oo_dashboard/assets/main.js b/sample applications/sample_oo_dashboard/assets/main.js new file mode 100644 index 0000000..e69de29 diff --git a/sample applications/sample_oo_dashboard/assets/style.css b/sample applications/sample_oo_dashboard/assets/style.css new file mode 100644 index 0000000..e69de29 diff --git a/sample applications/sample_oo_dashboard/controllers/hello.py b/sample applications/sample_oo_dashboard/controllers/hello.py new file mode 100644 index 0000000..9482d41 --- /dev/null +++ b/sample applications/sample_oo_dashboard/controllers/hello.py @@ -0,0 +1,26 @@ +# Third-party imports +from dash import Dash +from dash.dependencies import Input, Output + + +class Hello: + ''' + Callback that greets the visitor + ''' + + def __init__(self, app: Dash): + @app.callback( + Output('hello_output', 'children'), + [Input('hello_input', 'value')] + ) + + def update(hello_input: str): + ''' + Takes in one arguement(s); + - : (str) + + Returns a layout_page matching requested pathname. + ''' + # Some validation + if len(hello_input) > 2: + return f'Hello {hello_input}! Welcome to the app!' diff --git a/sample applications/sample_oo_dashboard/controllers/router.py b/sample applications/sample_oo_dashboard/controllers/router.py new file mode 100644 index 0000000..52fc066 --- /dev/null +++ b/sample applications/sample_oo_dashboard/controllers/router.py @@ -0,0 +1,48 @@ +# Third-party imports +from dash import Dash +from dash.dependencies import Input, Output + +# Local imports (relative) +# from layouts.layouts import Layouts +# from data.session import Session + +# Local imports (absolute) +from Examples.sample_oo_dashboard.layouts.layouts import Layouts +from Examples.sample_oo_dashboard.data.session import Session + + +class Router(): + ''' + Providing routing family + ''' + + def __init__(self, app: Dash): + @app.callback( + Output( + component_id='page_content', + component_property='children' + ), + [Input( + component_id='url', + component_property='pathname' + )] + ) + def redirect(pathname): + ''' + Takes in one arguement(s); + - : (str) the url pathname to redirect to + + Returns a layout_page matching requested pathname. + ''' + if pathname == '/': + Session['page'] = '/' + return Layouts.index() + + elif pathname == '/hello': + Session['page'] = '/hello' + return Layouts.hello() + + else: + # Default if no pathname is matched + Session['page'] = '/404' + return Layouts.not_found() diff --git a/sample applications/sample_oo_dashboard/data/session.py b/sample applications/sample_oo_dashboard/data/session.py new file mode 100644 index 0000000..0ac6861 --- /dev/null +++ b/sample applications/sample_oo_dashboard/data/session.py @@ -0,0 +1,4 @@ +from flask.sessions import SecureCookieSession + + +Session = SecureCookieSession() diff --git a/sample applications/sample_oo_dashboard/database/manager.py b/sample applications/sample_oo_dashboard/database/manager.py new file mode 100644 index 0000000..37cfc4f --- /dev/null +++ b/sample applications/sample_oo_dashboard/database/manager.py @@ -0,0 +1,72 @@ +# Python core imports +import os + +# Third-party imports +from orator import DatabaseManager +from orator import Model + +# Local imports (relative) +# from database.models import posts +# from database.models import drafts +# from database.models import users +# from database.models import notes + +# Local imports (relative) +from Examples.sample_oo_dashboard.database.models import posts +from Examples.sample_oo_dashboard.database.models import drafts +from Examples.sample_oo_dashboard.database.models import users +from Examples.sample_oo_dashboard.database.models import notes + + +class Database: + """ + Provides database methods + """ + + db = None + Posts = None + Drafts = None + Users = None + Notes = None + + config: dict + + # Config + config = {} + + def __init__(self): + """ + Initializes a database instance and binds the models to it. + + Arguement(s) + - self + + """ + + # Set config + self.config = { + 'mysql': { + 'driver': 'mysql', + 'host': os.getenv('DB_HOST'), + 'database': os.getenv('DB_NAME'), + 'user': os.getenv('DB_USER'), + 'password': os.getenv('DB_PASSWORD'), + 'prefix': '' + } + } + + # Bind Models to local variables + self.Posts = posts + self.Drafts = drafts + self.Users = users + self.Notes = notes + + # Create database from config + self.db = DatabaseManager(self.config) + + # Auto-resolve connection + Model.set_connection_resolver(self.db) + + +# Create public instance +db = Database() diff --git a/sample applications/sample_oo_dashboard/database/models.py b/sample applications/sample_oo_dashboard/database/models.py new file mode 100644 index 0000000..6c8d9c6 --- /dev/null +++ b/sample applications/sample_oo_dashboard/database/models.py @@ -0,0 +1,21 @@ +# Import model base +from orator import Model + + +class posts(Model): + __table__ = 'posts' + pass + + +class drafts(Model): + __table__ = 'drafts' + + +class users(Model): + __table__ = 'users' + pass + + +class notes(Model): + __table__ = 'notes' + pass diff --git a/sample applications/sample_oo_dashboard/database/sample_database.sql b/sample applications/sample_oo_dashboard/database/sample_database.sql new file mode 100644 index 0000000..f2cce7c --- /dev/null +++ b/sample applications/sample_oo_dashboard/database/sample_database.sql @@ -0,0 +1,85 @@ +-- ------------------------------------------------------------- +-- TablePlus 2.9.1(264) +-- +-- https://tableplus.com/ +-- +-- Database: webapp +-- Generation Time: 2019-10-03 19:05:13.8350 +-- ------------------------------------------------------------- + + +/*!40101 SET @OLD_CHARACTER_SET_CLIENT=@@CHARACTER_SET_CLIENT */; 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+ +CREATE TABLE `notes` ( + `id` bigint(20) unsigned NOT NULL AUTO_INCREMENT, + `title` varchar(255) DEFAULT NULL, + `content` varchar(255) DEFAULT NULL, + `created` datetime DEFAULT NULL, + `last_updated` datetime DEFAULT NULL, + PRIMARY KEY (`id`), + UNIQUE KEY `id` (`id`) +) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_0900_ai_ci; + +CREATE TABLE `posts` ( + `id` bigint(20) unsigned NOT NULL AUTO_INCREMENT, + `title` varchar(255) DEFAULT NULL, + `content` varchar(255) DEFAULT NULL, + `created` datetime DEFAULT NULL, + `last_updated` datetime DEFAULT NULL, + PRIMARY KEY (`id`), + UNIQUE KEY `id` (`id`) +) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_0900_ai_ci; + +CREATE TABLE `users` ( + `id` bigint(20) unsigned NOT NULL AUTO_INCREMENT, + `username` varchar(255) DEFAULT NULL, + `password` varchar(255) DEFAULT NULL, + `email` varchar(255) DEFAULT NULL, + `registered` datetime DEFAULT NULL, + `last_updated` datetime DEFAULT NULL, + `hash` varchar(255) DEFAULT NULL, + PRIMARY KEY (`id`), + UNIQUE KEY `id` (`id`) +) ENGINE=InnoDB DEFAULT CHARSET=utf8mb4 COLLATE=utf8mb4_0900_ai_ci; + + + + +/*!40103 SET TIME_ZONE=@OLD_TIME_ZONE */; +/*!40101 SET SQL_MODE=@OLD_SQL_MODE */; +/*!40014 SET FOREIGN_KEY_CHECKS=@OLD_FOREIGN_KEY_CHECKS */; +/*!40014 SET UNIQUE_CHECKS=@OLD_UNIQUE_CHECKS */; +/*!40101 SET CHARACTER_SET_CLIENT=@OLD_CHARACTER_SET_CLIENT */; +/*!40101 SET CHARACTER_SET_RESULTS=@OLD_CHARACTER_SET_RESULTS */; +/*!40101 SET COLLATION_CONNECTION=@OLD_COLLATION_CONNECTION */; +/*!40111 SET SQL_NOTES=@OLD_SQL_NOTES */; \ No newline at end of file diff --git a/sample applications/sample_oo_dashboard/layouts/layouts.py b/sample applications/sample_oo_dashboard/layouts/layouts.py new file mode 100644 index 0000000..c9eb7dd --- /dev/null +++ b/sample applications/sample_oo_dashboard/layouts/layouts.py @@ -0,0 +1,81 @@ +# Third-party imports +from dash_core_components import Location, Link as internal_link, Input +from dash_html_components import Link as external_link +from dash_html_components import Div, H1, P, Br +from dash_bootstrap_components import Container, Row, Col + + +class Layouts: + ''' + Contains all default layouts for the application as callable functions. + ''' + + @staticmethod + def base() -> Div: + ''' + Returns a dash website base + ''' + return Div([ + Location(id='url', refresh=False), + external_link( + rel='icon', + href='assets/img/favicon.ico' + ), + Div(id='page_content') + ]) + + @staticmethod + def index() -> Div: + ''' + Returns the app index page + ''' + return Container([ + Row([ + Col([ + H1('Welcome to the Index Page'), + P( + 'You can visit a second page by' + ' clicking the link below' + ), + internal_link('Hello Page', href='/hello'), + ]) + ]) + ]) + + @staticmethod + def not_found() -> Div: + ''' + Returns the 404 page not found page + ''' + return Container([ + Row([ + Col([ + H1('404 Page not found'), + internal_link('Home', href='/'), + ]) + ]) + ]) + + @staticmethod + def hello() -> Div: + ''' + Returns the hello page + ''' + return Container([ + Row([ + Col([ + H1('Hello, World!'), + Br(), + Input( + id='hello_input', + value='', + type='text', + placeholder='Enter name', + debounce=True + ), + Br(), + Div(id='hello_output'), + internal_link('Home', href='/'), + ]) + ]) + ]) diff --git a/sample applications/sample_oo_dashboard/requirements_dashboard.txt b/sample applications/sample_oo_dashboard/requirements_dashboard.txt new file mode 100644 index 0000000..5ac0c68 --- /dev/null +++ b/sample applications/sample_oo_dashboard/requirements_dashboard.txt @@ -0,0 +1,42 @@ +backpack==0.1 +blinker==1.4 +cleo==0.6.8 +Click==7.0 +dash==1.3.1 +dash-bootstrap-components==0.7.1 +dash-core-components==1.2.1 +dash-html-components==1.0.1 +dash-renderer==1.1.0 +dash-table==4.3.0 +entrypoints==0.3 +Faker==0.8.18 +flake8==3.7.8 +Flask==1.1.1 +Flask-Compress==1.4.0 +future==0.17.1 +inflection==0.3.1 +itsdangerous==1.1.0 +Jinja2==2.10.1 +lazy-object-proxy==1.4.2 +MarkupSafe==1.1.1 +mccabe==0.6.1 +orator==0.9.9 +pastel==0.1.1 +pendulum==1.5.1 +plotly==4.1.1 +pyaml==16.12.2 +pycodestyle==2.5.0 +pyflakes==2.1.1 +Pygments==2.4.2 +pylev==1.3.0 +python-dateutil==2.8.0 +pytz==2019.2 +pytzdata==2019.3 +PyYAML==5.1.2 +retrying==1.3.3 +simplejson==3.16.0 +six==1.12.0 +text-unidecode==1.2 +tzlocal==1.5.1 +Werkzeug==0.16.0 +wrapt==1.11.2 From 8eeb0a466d4491ee3deaf77eb2b8e76134fa97fa Mon Sep 17 00:00:00 2001 From: Niteshrocks Date: Sat, 5 Oct 2019 17:23:00 +0530 Subject: [PATCH 39/53] Added some resources --- Factorial of a number | 7 ------- python basics/Readme.md | 6 +++++- 2 files changed, 5 insertions(+), 8 deletions(-) delete mode 100644 Factorial of a number diff --git a/Factorial of a number b/Factorial of a number deleted file mode 100644 index a58fc51..0000000 --- a/Factorial of a number +++ /dev/null @@ -1,7 +0,0 @@ -def factorial(n): - if n == 0: - return 1 - else: - return n * factorial(n-1) -n=int(input("Input a number to compute the factiorial : ")) -print(factorial(n)) diff --git a/python basics/Readme.md b/python basics/Readme.md index 81fdccb..2dfde7e 100644 --- a/python basics/Readme.md +++ b/python basics/Readme.md @@ -24,8 +24,12 @@ Python Fundamentals - [Python for Everybody](https://www.youtube.com/watch?v=8DvywoWv6fI ) - [Python Tutorials by Corey Schafer](https://www.youtube.com/watch?v=YYXdXT2l-Gg&list=PL-osiE80TeTt2d9bfVyTiXJA-UTHn6WwU) - [Learning to program with Python 3 by sentdex](https://www.youtube.com/watch?v=eXBD2bB9-RA&list=PLQVvvaa0QuDeAams7fkdcwOGBpGdHpXln) + [PythonProgramming.net](https://www.youtube.com/watch?v=oVp1vrfL_w4&list=PLQVvvaa0QuDe8XSftW-RAxdo6OmaeL85M) + [Python Programming by ProgrammingKnowledge](https://www.youtube.com/watch?v=41qgdwd3zAg&list=PLS1QulWo1RIaJECMeUT4LFwJ-ghgoSH6n) + [Python for beginners in just 6 hours](https://www.youtube.com/watch?v=_uQrJ0TkZlc) + [Learn Python](https://www.learnpython.org/) -- [ ] Feel free to add more resources under this section. It can be link to any youtube channel or ant e-learning app or website. +- [ ] Feel free to add more resources under this section. It can be link to any youtube channel or any e-learning app or website. ## Contribututors From 91152e8a49e199f1cc32b8117fcf09f4a065c18f Mon Sep 17 00:00:00 2001 From: Neeraj Date: Sat, 5 Oct 2019 17:17:04 +0530 Subject: [PATCH 40/53] Added K-Nearest Neighbors (K-NN) in python and R --- machine learning basics/knn.R | 63 +++++++++++++++++++++++++++++++ machine learning basics/knn.py | 69 ++++++++++++++++++++++++++++++++++ 2 files changed, 132 insertions(+) create mode 100644 machine learning basics/knn.R create mode 100644 machine learning basics/knn.py diff --git a/machine learning basics/knn.R b/machine learning basics/knn.R new file mode 100644 index 0000000..bc19da1 --- /dev/null +++ b/machine learning basics/knn.R @@ -0,0 +1,63 @@ +# K-Nearest Neighbors (K-NN) + +# Importing the dataset +dataset = read.csv('Social_Network_Ads.csv') +dataset = dataset[3:5] + +# Encoding the target feature as factor +dataset$Purchased = factor(dataset$Purchased, levels = c(0, 1)) + +# Splitting the dataset into the Training set and Test set +# install.packages('caTools') +library(caTools) +set.seed(123) +split = sample.split(dataset$Purchased, SplitRatio = 0.75) +training_set = subset(dataset, split == TRUE) +test_set = subset(dataset, split == FALSE) + +# Feature Scaling +training_set[-3] = scale(training_set[-3]) +test_set[-3] = scale(test_set[-3]) + +# Fitting K-NN to the Training set and Predicting the Test set results +library(class) +y_pred = knn(train = training_set[, -3], + test = test_set[, -3], + cl = training_set[, 3], + k = 5, + prob = TRUE) + +# Making the Confusion Matrix +cm = table(test_set[, 3], y_pred) + +# Visualising the Training set results +library(ElemStatLearn) +set = training_set +X1 = seq(min(set[, 1]) - 1, max(set[, 1]) + 1, by = 0.01) +X2 = seq(min(set[, 2]) - 1, max(set[, 2]) + 1, by = 0.01) +grid_set = expand.grid(X1, X2) +colnames(grid_set) = c('Age', 'EstimatedSalary') +y_grid = knn(train = training_set[, -3], test = grid_set, cl = training_set[, 3], k = 5) +plot(set[, -3], + main = 'K-NN (Training set)', + xlab = 'Age', ylab = 'Estimated Salary', + xlim = range(X1), ylim = range(X2)) +contour(X1, X2, matrix(as.numeric(y_grid), length(X1), length(X2)), add = TRUE) +points(grid_set, pch = '.', col = ifelse(y_grid == 1, 'springgreen3', 'tomato')) +points(set, pch = 21, bg = ifelse(set[, 3] == 1, 'green4', 'red3')) + +# Visualising the Test set results +library(ElemStatLearn) +set = test_set +X1 = seq(min(set[, 1]) - 1, max(set[, 1]) + 1, by = 0.01) +X2 = seq(min(set[, 2]) - 1, max(set[, 2]) + 1, by = 0.01) +grid_set = expand.grid(X1, X2) +colnames(grid_set) = c('Age', 'EstimatedSalary') +y_grid = knn(train = training_set[, -3], test = grid_set, cl = training_set[, 3], k = 5) +plot(set[, -3], + main = 'K-NN (Test set)', + xlab = 'Age', ylab = 'Estimated Salary', + xlim = range(X1), ylim = range(X2)) +contour(X1, X2, matrix(as.numeric(y_grid), length(X1), length(X2)), add = TRUE) +points(grid_set, pch = '.', col = ifelse(y_grid == 1, 'springgreen3', 'tomato')) +points(set, pch = 21, bg = ifelse(set[, 3] == 1, 'green4', 'red3')) \ No newline at end of file diff --git a/machine learning basics/knn.py b/machine learning basics/knn.py new file mode 100644 index 0000000..2c6eb3e --- /dev/null +++ b/machine learning basics/knn.py @@ -0,0 +1,69 @@ +# K-Nearest Neighbors (K-NN) + +# Importing the libraries +import numpy as np +import matplotlib.pyplot as plt +import pandas as pd + +# Importing the dataset +dataset = pd.read_csv('Social_Network_Ads.csv') +X = dataset.iloc[:, [2, 3]].values +y = dataset.iloc[:, 4].values + +# Splitting the dataset into the Training set and Test set +from sklearn.cross_validation import train_test_split +X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.25, random_state = 0) + +# Feature Scaling +from sklearn.preprocessing import StandardScaler +sc = StandardScaler() +X_train = sc.fit_transform(X_train) +X_test = sc.transform(X_test) + +# Fitting K-NN to the Training set +from sklearn.neighbors import KNeighborsClassifier +classifier = KNeighborsClassifier(n_neighbors = 5, metric = 'minkowski', p = 2) +classifier.fit(X_train, y_train) + +# Predicting the Test set results +y_pred = classifier.predict(X_test) + +# Making the Confusion Matrix +from sklearn.metrics import confusion_matrix +cm = confusion_matrix(y_test, y_pred) + +# Visualising the Training set results +from matplotlib.colors import ListedColormap +X_set, y_set = X_train, y_train +X1, X2 = np.meshgrid(np.arange(start = X_set[:, 0].min() - 1, stop = X_set[:, 0].max() + 1, step = 0.01), + np.arange(start = X_set[:, 1].min() - 1, stop = X_set[:, 1].max() + 1, step = 0.01)) +plt.contourf(X1, X2, classifier.predict(np.array([X1.ravel(), X2.ravel()]).T).reshape(X1.shape), + alpha = 0.75, cmap = ListedColormap(('red', 'green'))) +plt.xlim(X1.min(), X1.max()) +plt.ylim(X2.min(), X2.max()) +for i, j in enumerate(np.unique(y_set)): + plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1], + c = ListedColormap(('red', 'green'))(i), label = j) +plt.title('K-NN (Training set)') +plt.xlabel('Age') +plt.ylabel('Estimated Salary') +plt.legend() +plt.show() + +# Visualising the Test set results +from matplotlib.colors import ListedColormap +X_set, y_set = X_test, y_test +X1, X2 = np.meshgrid(np.arange(start = X_set[:, 0].min() - 1, stop = X_set[:, 0].max() + 1, step = 0.01), + np.arange(start = X_set[:, 1].min() - 1, stop = X_set[:, 1].max() + 1, step = 0.01)) +plt.contourf(X1, X2, classifier.predict(np.array([X1.ravel(), X2.ravel()]).T).reshape(X1.shape), + alpha = 0.75, cmap = ListedColormap(('red', 'green'))) +plt.xlim(X1.min(), X1.max()) +plt.ylim(X2.min(), X2.max()) +for i, j in enumerate(np.unique(y_set)): + plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1], + c = ListedColormap(('red', 'green'))(i), label = j) +plt.title('K-NN (Test set)') +plt.xlabel('Age') +plt.ylabel('Estimated Salary') +plt.legend() +plt.show() \ No newline at end of file From 6de68eea5c92fea715b2d2595022de77ea58b976 Mon Sep 17 00:00:00 2001 From: Akash Srivastava <43779954+Dev-Akash@users.noreply.github.com> Date: Sat, 5 Oct 2019 17:05:21 +0530 Subject: [PATCH 41/53] Added switch_case.py Created a program to demostrate switch case in python. --- python basics/switch_case.py | 25 +++++++++++++++++++++++++ 1 file changed, 25 insertions(+) create mode 100644 python basics/switch_case.py diff --git a/python basics/switch_case.py b/python basics/switch_case.py new file mode 100644 index 0000000..3a77530 --- /dev/null +++ b/python basics/switch_case.py @@ -0,0 +1,25 @@ +# This program will demostrate the conversion of number to week-days using switch_case + +# Here `num` will take the required input from user i.e, day number +num = int(input("Enter the Day Number: ")) + +# `switcher` is a dictionary which maps the user input to the required output. +# It happens in such a way that user input becomes a 'key' while answer as 'value' +switcher = { + 1: "Monday", + 2: "Tuesday", + 3: "Wednessday", + 4: "Thursday", + 5: "Friday", + 6: "Saturday", + 7: "Sunday", +} + +# The actual value is search by the 'key' user provided using +# `get()` method of dictionary. +# If number is not found the default output would be "Invalid Number", i.e., the +# second input to get() method. +val = switcher.get(num, "Invalid Number !!") + +# At the end printing the result +print("Week-day : ", val) From 90d39675ccaa4c95ae1bf6daa8776929dcefda53 Mon Sep 17 00:00:00 2001 From: Akash Srivastava <43779954+Dev-Akash@users.noreply.github.com> Date: Sat, 5 Oct 2019 17:19:49 +0530 Subject: [PATCH 42/53] Create even_or_odd (if-else statement).py Added even or odd example for demostrating if-else block working. --- .../even_or_odd (if-else statement).py | 21 +++++++++++++++++++ 1 file changed, 21 insertions(+) create mode 100644 python basics/even_or_odd (if-else statement).py diff --git a/python basics/even_or_odd (if-else statement).py b/python basics/even_or_odd (if-else statement).py new file mode 100644 index 0000000..9f9a8cc --- /dev/null +++ b/python basics/even_or_odd (if-else statement).py @@ -0,0 +1,21 @@ +# This program demostrate if-else statement +# in python. +# In this program we will see how to check +# whether a number is even or odd + +# Taking input from user +num = int(input("Enter a number: ")) + +# Checking whether num is divisible by 2 or not. +# Here `%` gives the remender after dividing num by 2 +# if remender is 0 i.e., num is divisible by 2 then its even +# So when condition gets `True` if-block runs, other wise else-block +# will run. + +if ((num % 2) == 0): + # Printing statement when condition is `true` + print("Number is Even") + +else: + # Printing statement when condition is `false` + print("Number is Odd") \ No newline at end of file From 592a9f1f4705efe7502402b689a292f76ccaed4f Mon Sep 17 00:00:00 2001 From: Akash Srivastava <43779954+Dev-Akash@users.noreply.github.com> Date: Sat, 5 Oct 2019 17:55:51 +0530 Subject: [PATCH 43/53] Created fabonacci_series.py Added a simple program to compute faboncci series. --- python basics/contributors.md | 1 + python basics/fabonacci_series.py | 31 +++++++++++++++++++++++++++++++ 2 files changed, 32 insertions(+) create mode 100644 python basics/fabonacci_series.py diff --git a/python basics/contributors.md b/python basics/contributors.md index b1c8b99..c640638 100644 --- a/python basics/contributors.md +++ b/python basics/contributors.md @@ -1,2 +1,3 @@ - Manavpreet Singh, HKBK college of engineering, Bangalore - Duy Tong, UC Irvine, California +- Akash Srivastava, Gulzar Group of Institutes, Ludhiana, Punjab diff --git a/python basics/fabonacci_series.py b/python basics/fabonacci_series.py new file mode 100644 index 0000000..6761e02 --- /dev/null +++ b/python basics/fabonacci_series.py @@ -0,0 +1,31 @@ +# This program demostrate how to create a +# Fabonacci Sequence - Akash Srivastava +# 0 1 1 2 3 5 8 13 ... + +# Initial number for series +a = 0 +b = 1 + +# taking input for number of Terms to be computed +num = int(input("Enter the number: ")) + +# if terms is 0, print 0 +if (num == 0): + print(0) + +# if terms is 1, print 0 1 +elif(num == 1): + print(0, 1) + +# if terms is num, do following +else: + # print first two numbers + print(a) + print(b) + # compute other numbers using for loop + for i in range(0, num, 1): + c = a + b + print(c) + a = b + b = c + From 70231ac3057e7f1601cedab3c52ab5f036a1ae92 Mon Sep 17 00:00:00 2001 From: RameshSuthar Date: Sat, 5 Oct 2019 12:14:51 +0530 Subject: [PATCH 44/53] Added the most recommended machine learning course. --- machine learning basics/Readme.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index bbc3447..dfd3139 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -5,4 +5,4 @@ - Manavpreet Singh (https://github.com/ManavpreetSingh) - Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) - Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) -- Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) +- Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) \ No newline at end of file From 1e7ad77ed54dbd3bab8521747d2b654c0c920601 Mon Sep 17 00:00:00 2001 From: Ritika Agarwal Date: Sat, 5 Oct 2019 15:45:15 +0530 Subject: [PATCH 45/53] Added a python tutorial a youtube tutorial on python3 by sentdex --- python basics/Readme.md | 1 - 1 file changed, 1 deletion(-) diff --git a/python basics/Readme.md b/python basics/Readme.md index 2dfde7e..69dde8a 100644 --- a/python basics/Readme.md +++ b/python basics/Readme.md @@ -28,7 +28,6 @@ Python Fundamentals [Python Programming by ProgrammingKnowledge](https://www.youtube.com/watch?v=41qgdwd3zAg&list=PLS1QulWo1RIaJECMeUT4LFwJ-ghgoSH6n) [Python for beginners in just 6 hours](https://www.youtube.com/watch?v=_uQrJ0TkZlc) [Learn Python](https://www.learnpython.org/) - - [ ] Feel free to add more resources under this section. It can be link to any youtube channel or any e-learning app or website. From 18962fc7656a95e388518dddf4020b2fddcb1f32 Mon Sep 17 00:00:00 2001 From: Lakshmikanth Rajamani Date: Sat, 5 Oct 2019 15:38:39 +0530 Subject: [PATCH 46/53] Contrib update --- machine learning basics/Readme.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index dfd3139..bbc3447 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -5,4 +5,4 @@ - Manavpreet Singh (https://github.com/ManavpreetSingh) - Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) - Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) -- Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) \ No newline at end of file +- Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) From b96581c6e0726c8b94077efc6a4b61d307470962 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 13:00:36 -0300 Subject: [PATCH 47/53] Added a string manipulation guide. --- python basics/string_manipulation.py | 28 ++++++++++++++++++++-------- 1 file changed, 20 insertions(+), 8 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 81e78d3..0e8c402 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -28,6 +28,8 @@ #Removes the extra spaces from left and right. print('Strip:', string.strip()) +string = ' hello, world! ' + #Removes the extra spaces from the right. print('Right strip:', string.rstrip()) @@ -36,6 +38,12 @@ #Splits the current string into a list of strings. #In this case, every list element is separated from another when there's a comma in the original string. +#Removes the extra spaces both from left and right. +print('Strip:', string.strip()) + +#Splits the current string into a list of strings. +#In this case, every list element is separated from another +#when there's a comma in the original string. #If no argument is given, it splits where it finds a blank space. string_split = string.split(',') print(string_split) @@ -63,22 +71,26 @@ #Returns from character in position 7 until the end. print('Position 7 to end:', string[7:]) -#Returns from character in position 3 until character in position 5. +#Returns from character in position 3 until +#character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't include position 6 in the output. +#Just like the first example, it uses :6 but doesn't +#include position 6 in the output -#Returns from character in position 3 until character in position 9, picking a character every 2 characters. +#Returns from character in position 3 until character +#in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) -#As explained above, even though we use :9, the character in position 9 is not included in the output. +#As explained above, even though we use :9, the character +#in position 9 is not included in the output. #The same way, we can pick a string for every character, but backwards. print('Reversed:', string[::-1]) -#Note we needed to put :: before -1 because the first two arguments are used for position, just like demonstrated above. +#Note we needed to put :: before -1 because the first two arguments +#are used for position, just like demonstrated above. #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) -#Note it returns only the position of the first character of what you're searching for. -#If there is more than one ocurrance of what you're searching for, it returns the first. +#Note it returns only the position of the first letter of what you're searching for. -#If such set of characters is not found, it returns -1. +#If such set of characters is not found, it'll return -1 print('Position of "Hola!":', string.find('Hola!')) From 56c531fa47331ad2e581b5e12eae7c96f377cdc7 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:27:35 -0300 Subject: [PATCH 48/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 28 ++++++++++++++++++---------- 1 file changed, 18 insertions(+), 10 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index 0e8c402..a8c2472 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -1,5 +1,9 @@ #String manipulation +<<<<<<< HEAD #Strings are "a list of characters", and here you can learn a bit of how to manipulate them. +======= +#Strings are "a list of characeters", and here you can learn a bit of how to manipulate them. +>>>>>>> Fixed things for easier understanding. string = "hello, world!" @@ -23,27 +27,35 @@ print('Lowercase:', string.lower()) #Now with extra spaces in the string. +<<<<<<< HEAD string = ' hello, world! ' #Removes the extra spaces from left and right. print('Strip:', string.strip()) +======= +>>>>>>> Fixed things for easier understanding. string = ' hello, world! ' +#Removes the extra spaces from left and right. +print('Strip:', string.strip()) + #Removes the extra spaces from the right. print('Right strip:', string.rstrip()) #Removes the extra spaces from the left. print('Left strip:', string.lstrip()) +<<<<<<< HEAD #Splits the current string into a list of strings. #In this case, every list element is separated from another when there's a comma in the original string. #Removes the extra spaces both from left and right. print('Strip:', string.strip()) +======= +>>>>>>> Fixed things for easier understanding. #Splits the current string into a list of strings. -#In this case, every list element is separated from another -#when there's a comma in the original string. +#In this case, every list element is separated from another when there's a comma in the original string. #If no argument is given, it splits where it finds a blank space. string_split = string.split(',') print(string_split) @@ -71,22 +83,18 @@ #Returns from character in position 7 until the end. print('Position 7 to end:', string[7:]) -#Returns from character in position 3 until -#character in position 5. +#Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) #Just like the first example, it uses :6 but doesn't #include position 6 in the output -#Returns from character in position 3 until character -#in position 9, picking a character every 2 characters. +#Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) -#As explained above, even though we use :9, the character -#in position 9 is not included in the output. +#As explained above, even though we use :9, the character in position 9 is not included in the output. #The same way, we can pick a string for every character, but backwards. print('Reversed:', string[::-1]) -#Note we needed to put :: before -1 because the first two arguments -#are used for position, just like demonstrated above. +#Note we needed to put :: before -1 because the first two arguments are used for position, just like demonstrated above. #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) From b4ca2677c2b9a400f70d14cd356d1b7b7853639c Mon Sep 17 00:00:00 2001 From: Gabriel <5009772+ghm12@users.noreply.github.com> Date: Sat, 5 Oct 2019 13:09:11 -0300 Subject: [PATCH 49/53] Update string_manipulation.py Comment a specific case of string.find(). --- python basics/string_manipulation.py | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index a8c2472..c2cc9e8 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -98,7 +98,8 @@ #Returns the position of a set of characters in a string print('Position of "world!":', string.find('world!')) -#Note it returns only the position of the first letter of what you're searching for. +#Note it returns only the position of the first character of what you're searching for. +#If there is more than one ocurrance of what you're searching for, it returns the first. #If such set of characters is not found, it'll return -1 print('Position of "Hola!":', string.find('Hola!')) From 073d8a1a557a9a8f9dd354942927837d0b2a13be Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:33:21 -0300 Subject: [PATCH 50/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index c2cc9e8..cea657a 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -85,8 +85,7 @@ #Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't -#include position 6 in the output +#Just like the first example, it uses :6 but doesn't include position 6 in the output #Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) From 0b9201b453f82a43e6491b06abbbfe936aadb012 Mon Sep 17 00:00:00 2001 From: ghm12 Date: Sat, 5 Oct 2019 14:37:19 -0300 Subject: [PATCH 51/53] Fixed things for easier understanding. --- python basics/string_manipulation.py | 25 ++----------------------- 1 file changed, 2 insertions(+), 23 deletions(-) diff --git a/python basics/string_manipulation.py b/python basics/string_manipulation.py index cea657a..f0c23d5 100644 --- a/python basics/string_manipulation.py +++ b/python basics/string_manipulation.py @@ -1,10 +1,5 @@ #String manipulation -<<<<<<< HEAD #Strings are "a list of characters", and here you can learn a bit of how to manipulate them. -======= -#Strings are "a list of characeters", and here you can learn a bit of how to manipulate them. ->>>>>>> Fixed things for easier understanding. - string = "hello, world!" #Capitalizes the first letter of the string. @@ -27,14 +22,6 @@ print('Lowercase:', string.lower()) #Now with extra spaces in the string. -<<<<<<< HEAD -string = ' hello, world! ' - -#Removes the extra spaces from left and right. -print('Strip:', string.strip()) - -======= ->>>>>>> Fixed things for easier understanding. string = ' hello, world! ' #Removes the extra spaces from left and right. @@ -46,14 +33,6 @@ #Removes the extra spaces from the left. print('Left strip:', string.lstrip()) -<<<<<<< HEAD -#Splits the current string into a list of strings. -#In this case, every list element is separated from another when there's a comma in the original string. -#Removes the extra spaces both from left and right. -print('Strip:', string.strip()) - -======= ->>>>>>> Fixed things for easier understanding. #Splits the current string into a list of strings. #In this case, every list element is separated from another when there's a comma in the original string. #If no argument is given, it splits where it finds a blank space. @@ -85,7 +64,7 @@ #Returns from character in position 3 until character in position 5. print('Position 3 to 5:', string[3:6]) -#Just like the first example, it uses :6 but doesn't include position 6 in the output +#Just like the first example, it uses :6 but doesn't include position 6 in the output. #Returns from character in position 3 until character in position 9, picking a character every 2 characters. print('Position 3 to 8, every 2 characters:', string[3:9:2]) @@ -100,5 +79,5 @@ #Note it returns only the position of the first character of what you're searching for. #If there is more than one ocurrance of what you're searching for, it returns the first. -#If such set of characters is not found, it'll return -1 +#If such set of characters is not found, it returns -1. print('Position of "Hola!":', string.find('Hola!')) From d8a3701104e9ecc2ccf3a98c1eaa853cad01c01b Mon Sep 17 00:00:00 2001 From: Niteshrocks Date: Sat, 5 Oct 2019 17:23:00 +0530 Subject: [PATCH 52/53] Added some resources --- machine learning basics/Readme.md | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index bbc3447..39d47b0 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -1,8 +1,9 @@ # Machine Learning basics +- Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) +- Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) # Contribututors - georgioupanayiotis - Manavpreet Singh (https://github.com/ManavpreetSingh) -- Machine learning certification by stanford university (Coursera) (https://www.coursera.org/learn/machine-learning) -- Intro to Machine Learning-Nano Degree by Udacity (https://www.udacity.com/course/intro-to-machine-learning-nanodegree--nd229?cjevent=b52f3b02e73a11e980f3015b0a180512) - Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) +- Ramesh Suthar (https://github.com/RameshSuthar) From 7a57b796f23a953930120ba6c10b5d7414dc76e4 Mon Sep 17 00:00:00 2001 From: RameshSuthar Date: Sun, 6 Oct 2019 12:23:34 +0530 Subject: [PATCH 53/53] Added the recommended machine learning course in Readme.md file. --- machine learning basics/Readme.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/machine learning basics/Readme.md b/machine learning basics/Readme.md index 39d47b0..01b1232 100644 --- a/machine learning basics/Readme.md +++ b/machine learning basics/Readme.md @@ -6,4 +6,4 @@ - georgioupanayiotis - Manavpreet Singh (https://github.com/ManavpreetSingh) - Lakshmikanth Rajamani (https://twitter.com/krlakshmikanth) -- Ramesh Suthar (https://github.com/RameshSuthar) +- Ramesh Suthar (https://github.com/RameshSuthar) \ No newline at end of file