{"id":46765,"date":"2023-06-21T00:00:00","date_gmt":"2023-06-21T07:00:00","guid":{"rendered":"https:\/\/griddb-linux-hte8hndjf8cka8ht.westus-01.azurewebsites.net\/blog\/predicting-flight-delays-using-python-and-griddb\/"},"modified":"2025-11-13T12:56:38","modified_gmt":"2025-11-13T20:56:38","slug":"predicting-flight-delays-using-python-and-griddb","status":"publish","type":"post","link":"https:\/\/griddb.net\/en\/blog\/predicting-flight-delays-using-python-and-griddb\/","title":{"rendered":"Predicting flight delays using Python and GridDB"},"content":{"rendered":"<div class=\"notebook\">\n    <div class=\"nbconvert\">\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=4b49cb3d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Due to the associated financial losses that the aviation industry is constantly experiencing, flight delays have become a very important topic for air transportation all over the world.<\/p>\n<p>The causes of these delays are many and diverse, ranging from air traffic congestion to weather conditions, mechanical issues, challenges with passenger boarding, and simply the airlines' inability to meet demand given their capacity.<\/p>\n<p>Based on historical data of flight delays, we will first analyse the reasons for delays and then we will predict flight delay time prediction.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b48533e6\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The outline of the tutorial is as follows:<\/p>\n<ol>\n<li>Dataset overview<\/li>\n<li>Importing required libraries<\/li>\n<li>Loading the dataset<\/li>\n<li>Data Preporcessing and data visualization<\/li>\n<li>Predictions<\/li>\n<li>Conclusion<\/li>\n<\/ol>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6cef8bc2\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"Prerequisites-and-Environment-setup\">Prerequisites and Environment setup<a class=\"anchor-link\" href=\"#Prerequisites-and-Environment-setup\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b32a707a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>This tutorial is carried out in Anaconda Navigator (Python version \u2013 3.8.5) on Windows Operating System. The following packages need to be installed before you continue with the tutorial \u2013<\/p>\n<ol>\n<li><p>Pandas<\/p>\n<\/li>\n<li><p>NumPy<\/p>\n<\/li>\n<li><p>sklearn<\/p>\n<\/li>\n<li><p>Matplotlib<\/p>\n<\/li>\n<li><p>Seaborn<\/p>\n<\/li>\n<li><p>statsmodels<\/p>\n<\/li>\n<\/ol>\n<p>You can install these packages in Conda\u2019s virtual environment using <code>conda install package-name<\/code>. In case you are using Python directly via terminal\/command prompt, <code>pip install package-name<\/code> will do the work.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8b3369ea\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h3 id=\"GridDB-installation\">GridDB installation<a class=\"anchor-link\" href=\"#GridDB-installation\">\u00b6<\/a><\/h3>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=957379aa\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>While loading the dataset, this tutorial will cover two methods \u2013 Using GridDB as well as Using Pandas. To access GridDB using Python, the following packages also need to be installed beforehand:<\/p>\n<ol>\n<li><a href=\"https:\/\/github.com\/griddb\/c_client\">GridDB C-client<\/a><\/li>\n<li>SWIG (Simplified Wrapper and Interface Generator)<\/li>\n<li><a href=\"https:\/\/github.com\/griddb\/python_client\">GridDB Python Client<\/a><\/li>\n<\/ol>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=377a4f84\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"1.-Dataset-Overview\">1. Dataset Overview<a class=\"anchor-link\" href=\"#1.-Dataset-Overview\">\u00b6<\/a><\/h1><p>The Bureau of Transportation Statistics of the United States Department of Transportation (DOT) monitors the on-time performance of domestic flight operated by large air carriers. The DOT's monthly Air Travel Consumer Report and this dataset of 2015 flight delays and cancellations contain summary information on the number of on-time, delayed, cancelled, and diverted flight.<\/p>\n<p><a href=\"https:\/\/www.kaggle.com\/code\/manasichhibber\/flight-delay-predictions\/data\">https:\/\/www.kaggle.com\/code\/manasichhibber\/flight-delay-predictions\/data<\/a><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=4981820d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"2.-Importing-Required-Libraries\">2. Importing Required Libraries<a class=\"anchor-link\" href=\"#2.-Importing-Required-Libraries\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=7be636e4\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[1]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">pandas<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">pd<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">seaborn<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">sns<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.model_selection<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">train_test_split<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.preprocessing<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">StandardScaler<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.tree<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">DecisionTreeClassifier<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.metrics<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">roc_auc_score<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">requests<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">http<\/span>\n<span class=\"n\">http<\/span><span class=\"o\">.<\/span><span class=\"n\">client<\/span><span class=\"o\">.<\/span><span class=\"n\">HTTPConnection<\/span><span class=\"o\">.<\/span><span class=\"n\">debuglevel<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">1<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">requests.auth<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">HTTPBasicAuth<\/span>\n\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">numpy<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">np<\/span>   \n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">statsmodels.formula.api<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">sm<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">datetime<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">time<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">time<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">strftime<\/span><span class=\"p\">,<\/span> <span class=\"n\">gmtime<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">statsmodels.formula.api<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">smf<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.feature_selection<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">SelectFromModel<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.ensemble<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">RandomForestRegressor<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.model_selection<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">train_test_split<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.metrics<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">confusion_matrix<\/span> \n\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">ensemble<\/span><span class=\"p\">,<\/span><span class=\"n\">gaussian_process<\/span><span class=\"p\">,<\/span><span class=\"n\">linear_model<\/span><span class=\"p\">,<\/span><span class=\"n\">naive_bayes<\/span><span class=\"p\">,<\/span><span class=\"n\">neighbors<\/span><span class=\"p\">,<\/span><span class=\"n\">svm<\/span><span class=\"p\">,<\/span><span class=\"n\">tree<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.model_selection<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">cross_val_score<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.metrics<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">roc_curve<\/span><span class=\"p\">,<\/span> <span class=\"n\">roc_auc_score<\/span><span class=\"p\">,<\/span><span class=\"n\">precision_score<\/span><span class=\"p\">,<\/span><span class=\"n\">recall_score<\/span><span class=\"p\">,<\/span><span class=\"n\">auc<\/span>\n\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.metrics<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">mean_absolute_error<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.svm<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">SVC<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">random<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">sample<\/span>\n\n\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">matplotlib.pyplot<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">plt<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">style<\/span><span class=\"o\">.<\/span><span class=\"n\">use<\/span><span class=\"p\">(<\/span><span class=\"s1\">'fivethirtyeight'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">warnings<\/span>\n<span class=\"n\">warnings<\/span><span class=\"o\">.<\/span><span class=\"n\">filterwarnings<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"ignore\"<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=d3a6f3f5\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"3.-Loading-the-Dataset\">3. Loading the Dataset<a class=\"anchor-link\" href=\"#3.-Loading-the-Dataset\">\u00b6<\/a><\/h1><p>Toshiba GridDB\u2122 is a highly scalable NoSQL database best suited for IoT and Big Data. The foundation of GridDB\u2019s principles is based upon offering a versatile data store that is optimized for IoT, provides high scalability, tuned for high performance, and ensures high reliability.<\/p>\n<p>To store large amounts of data, a CSV file can be cumbersome. GridDB serves as a perfect alternative as it in open-source and a highly scalable database. GridDB is a scalable, in-memory, No SQL database which makes it easier for you to store large amounts of data. If you are new to GridDB, a tutorial on  <a href=\"https:\/\/griddb.net\/en\/blog\/using-pandas-dataframes-with-griddb\/\">reading and writing to GridDB<\/a>  can be useful.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=017beb5b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h2 id=\"Setting-up-a-Container-in-GridDB-to-store-the-data\">Setting up a Container in GridDB to store the data<a class=\"anchor-link\" href=\"#Setting-up-a-Container-in-GridDB-to-store-the-data\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=ee03df87\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The aim of this blog post is to showcase the noteworthy features of GridDB, including:<\/p>\n<ul>\n<li>Retrieving data using SQL with sub-queries, case statements, group by clauses, having clauses and nested sub-queries.<\/li>\n<li>Exploring the two container types offered by GridDB: Collections and Time Series. For more information on GridDB data modeling, read this article. (<a href=\"https:\/\/griddb.net\/en\/blog\/data-modeling-with-griddb\">https:\/\/griddb.net\/en\/blog\/data-modeling-with-griddb<\/a>)<\/li>\n<\/ul>\n<p>Get started by subscribing to GridDB Cloud. (<a href=\"https:\/\/griddb.net\/en\/blog\/an-introduction-to-griddb-cloud\/\">https:\/\/griddb.net\/en\/blog\/an-introduction-to-griddb-cloud\/<\/a>)<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=36ca4121\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The file \u2018container_columns\u2019 has all the headers and their datatypes. One last step is to change the Python datatypes to GridDB datatypes. Click here (<a href=\"https:\/\/docs.griddb.net\/tqlreference\/type\/#primitive\">https:\/\/docs.griddb.net\/tqlreference\/type\/#primitive<\/a>) to learn more about the datatypes supported by GridDB and their respective notations.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=a4c358a7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[2]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">read_csv<\/span><span class=\"p\">(<\/span><span class=\"s1\">'flights.csv'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIRLINE_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIRLINE_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIR_SYSTEM_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIR_SYSTEM_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'SECURITY_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'SECURITY_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LATE_AIRCRAFT_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LATE_AIRCRAFT_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'WEATHER_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'WEATHER_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"c1\"># flight = flight.dropna()<\/span>\n\n<span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"s1\">'X'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Extracting column headers for the GridDB WebApi Container structure<\/span>\n<span class=\"n\">container_columns1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"o\">.<\/span><span class=\"n\">dtypes<\/span><span class=\"o\">.<\/span><span class=\"n\">to_frame<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">rename<\/span><span class=\"p\">(<\/span><span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">{<\/span><span class=\"s1\">'index'<\/span><span class=\"p\">:<\/span><span class=\"s1\">'Column Name'<\/span><span class=\"p\">})<\/span>\n<span class=\"n\">data_type_map<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span><span class=\"s1\">'int64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'INTEGER'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'float64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'FLOAT'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'object'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'STRING'<\/span><span class=\"p\">}<\/span>\n<span class=\"n\">container_columns1<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns1<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"n\">data_type_map<\/span><span class=\"p\">[<\/span><span class=\"nb\">str<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"p\">)])<\/span>\n<span class=\"n\">container_columns1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_index<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Column Name'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">container_columns1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns1<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">container_columns1<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[2]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th><\/th>\n<th>Column Name<\/th>\n<th>Data Type<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>YEAR<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>MONTH<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>DAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>DAY_OF_WEEK<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>4<\/th>\n<td>AIRLINE<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>5<\/th>\n<td>FLIGHT_NUMBER<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>6<\/th>\n<td>TAIL_NUMBER<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>7<\/th>\n<td>ORIGIN_AIRPORT<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>8<\/th>\n<td>DESTINATION_AIRPORT<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>9<\/th>\n<td>SCHEDULED_DEPARTURE<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>10<\/th>\n<td>DEPARTURE_TIME<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>11<\/th>\n<td>DEPARTURE_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>12<\/th>\n<td>TAXI_OUT<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>13<\/th>\n<td>WHEELS_OFF<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>14<\/th>\n<td>SCHEDULED_TIME<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>15<\/th>\n<td>ELAPSED_TIME<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>16<\/th>\n<td>AIR_TIME<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>17<\/th>\n<td>DISTANCE<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>18<\/th>\n<td>WHEELS_ON<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>19<\/th>\n<td>TAXI_IN<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>20<\/th>\n<td>SCHEDULED_ARRIVAL<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>21<\/th>\n<td>ARRIVAL_TIME<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>22<\/th>\n<td>ARRIVAL_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>23<\/th>\n<td>DIVERTED<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>24<\/th>\n<td>CANCELLED<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>25<\/th>\n<td>CANCELLATION_REASON<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>26<\/th>\n<td>AIR_SYSTEM_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>27<\/th>\n<td>SECURITY_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>28<\/th>\n<td>AIRLINE_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>29<\/th>\n<td>LATE_AIRCRAFT_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>30<\/th>\n<td>WEATHER_DELAY<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=aebd966f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[3]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">airlines<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">read_csv<\/span><span class=\"p\">(<\/span><span class=\"s1\">'airlines.csv'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">container_columns2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airlines<\/span><span class=\"o\">.<\/span><span class=\"n\">dtypes<\/span><span class=\"o\">.<\/span><span class=\"n\">to_frame<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">rename<\/span><span class=\"p\">(<\/span><span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">{<\/span><span class=\"s1\">'index'<\/span><span class=\"p\">:<\/span><span class=\"s1\">'Column Name'<\/span><span class=\"p\">})<\/span>\n<span class=\"n\">data_type_map<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span><span class=\"s1\">'int64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'INTEGER'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'float64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'FLOAT'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'object'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'STRING'<\/span><span class=\"p\">}<\/span>\n<span class=\"n\">container_columns2<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns2<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"n\">data_type_map<\/span><span class=\"p\">[<\/span><span class=\"nb\">str<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"p\">)])<\/span>\n<span class=\"n\">container_columns2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_index<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Column Name'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">container_columns2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns2<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">container_columns2<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[3]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th><\/th>\n<th>Column Name<\/th>\n<th>Data Type<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>IATA_CODE<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>AIRLINE<\/td>\n<td>STRING<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=584b0121\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[4]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">airports<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">read_csv<\/span><span class=\"p\">(<\/span><span class=\"s1\">'airports.csv'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">airports<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airports<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">container_columns3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airports<\/span><span class=\"o\">.<\/span><span class=\"n\">dtypes<\/span><span class=\"o\">.<\/span><span class=\"n\">to_frame<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">rename<\/span><span class=\"p\">(<\/span><span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">{<\/span><span class=\"s1\">'index'<\/span><span class=\"p\">:<\/span><span class=\"s1\">'Column Name'<\/span><span class=\"p\">})<\/span>\n<span class=\"n\">data_type_map<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span><span class=\"s1\">'int64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'INTEGER'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'float64'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'FLOAT'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'object'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'STRING'<\/span><span class=\"p\">}<\/span>\n<span class=\"n\">container_columns3<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns3<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Data Type'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"n\">data_type_map<\/span><span class=\"p\">[<\/span><span class=\"nb\">str<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"p\">)])<\/span>\n<span class=\"n\">container_columns3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns3<\/span><span class=\"o\">.<\/span><span class=\"n\">set_index<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Column Name'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">container_columns3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">container_columns3<\/span><span class=\"o\">.<\/span><span class=\"n\">reset_index<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">container_columns3<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[4]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th><\/th>\n<th>Column Name<\/th>\n<th>Data Type<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>IATA_CODE<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>AIRPORT<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>CITY<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>STATE<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>4<\/th>\n<td>COUNTRY<\/td>\n<td>STRING<\/td>\n<\/tr>\n<tr>\n<th>5<\/th>\n<td>LATITUDE<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<tr>\n<th>6<\/th>\n<td>LONGITUDE<\/td>\n<td>FLOAT<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=59c423c7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Setting up a Container in GridDB to store the data. To learn more about creating a container in GridDB, refer to this resource of GridDB. (<a href=\"https:\/\/docs.griddb.net\/architecture\/data-model\/#container\">https:\/\/docs.griddb.net\/architecture\/data-model\/#container<\/a>)<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=7c060fc6\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[6]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Construct an object to hold the request headers (ensure that you replace the XXX placeholder with the correct value that matches the credentials for your GridDB instance)<\/span>\n<span class=\"n\">header_obj<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span><span class=\"s2\">\"Authorization\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"&lt;password&gt;\"<\/span><span class=\"p\">,<\/span><span class=\"s2\">\"Content-Type\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"application\/json; charset=UTF-8\"<\/span><span class=\"p\">,<\/span><span class=\"s2\">\"User-Agent\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"PostmanRuntime\/7.29.0\"<\/span><span class=\"p\">}<\/span>\n\n<span class=\"c1\">#Construct the base URL based on your GridDB cluster you'd like to connect to (ensure that you replace the placeholders in the URL below with the correct values that correspond to your GridDB instance)<\/span>\n<span class=\"c1\">#'https:\/\/[host]:[port]\/griddb\/v2\/[clustername]\/dbs\/[database_name]'<\/span>\n<span class=\"n\">base_url<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'https:\/\/cloud1.griddb.com\/&lt;trial&gt;\/griddb\/v2\/&lt;trial&gt;\/dbs\/&lt;db&gt;\/'<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=7f9705ff\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[8]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">c1<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[]<\/span>\n<span class=\"n\">c2<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[]<\/span>\n<span class=\"n\">c3<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[]<\/span>\n\n<span class=\"k\">class<\/span><span class=\"w\"> <\/span><span class=\"nc\">create_dict<\/span><span class=\"p\">(<\/span><span class=\"nb\">dict<\/span><span class=\"p\">):<\/span>\n\n    <span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"fm\">__init__<\/span><span class=\"p\">(<\/span><span class=\"bp\">self<\/span><span class=\"p\">):<\/span>\n        <span class=\"bp\">self<\/span> <span class=\"o\">=<\/span> <span class=\"nb\">dict<\/span><span class=\"p\">()<\/span>\n\n    <span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">add<\/span><span class=\"p\">(<\/span><span class=\"bp\">self<\/span><span class=\"p\">,<\/span> <span class=\"n\">key<\/span><span class=\"p\">,<\/span> <span class=\"n\">value<\/span><span class=\"p\">):<\/span>\n        <span class=\"bp\">self<\/span><span class=\"p\">[<\/span><span class=\"n\">key<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">value<\/span>\n\n\n<span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">format_to_dic<\/span><span class=\"p\">(<\/span><span class=\"n\">a<\/span><span class=\"p\">,<\/span><span class=\"n\">b<\/span><span class=\"p\">):<\/span>\n    <span class=\"n\">dct<\/span> <span class=\"o\">=<\/span> <span class=\"n\">create_dict<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">dct<\/span><span class=\"o\">.<\/span><span class=\"n\">add<\/span><span class=\"p\">(<\/span><span class=\"s1\">'name'<\/span><span class=\"p\">,<\/span> <span class=\"n\">a<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">dct<\/span><span class=\"o\">.<\/span><span class=\"n\">add<\/span><span class=\"p\">(<\/span><span class=\"s1\">'type'<\/span><span class=\"p\">,<\/span> <span class=\"n\">b<\/span><span class=\"p\">)<\/span>\n\n    <span class=\"k\">return<\/span> <span class=\"n\">dct<\/span>\n\n\n<span class=\"k\">for<\/span> <span class=\"n\">i<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">range<\/span><span class=\"p\">(<\/span><span class=\"nb\">len<\/span><span class=\"p\">(<\/span><span class=\"n\">container_columns1<\/span><span class=\"p\">)):<\/span>\n    <span class=\"n\">c1<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">format_to_dic<\/span><span class=\"p\">(<\/span><span class=\"n\">container_columns1<\/span><span class=\"o\">.<\/span><span class=\"n\">iloc<\/span><span class=\"p\">[<\/span><span class=\"n\">i<\/span><span class=\"p\">,<\/span><span class=\"mi\">0<\/span><span class=\"p\">],<\/span> <span class=\"n\">container_columns1<\/span><span class=\"o\">.<\/span><span class=\"n\">iloc<\/span><span class=\"p\">[<\/span><span class=\"n\">i<\/span><span class=\"p\">,<\/span><span class=\"mi\">1<\/span><span class=\"p\">]))<\/span>\n    \n<span class=\"k\">for<\/span> <span class=\"n\">i<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">range<\/span><span class=\"p\">(<\/span><span class=\"nb\">len<\/span><span class=\"p\">(<\/span><span class=\"n\">container_columns2<\/span><span class=\"p\">)):<\/span>\n    <span class=\"n\">c2<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">format_to_dic<\/span><span class=\"p\">(<\/span><span class=\"n\">container_columns2<\/span><span class=\"o\">.<\/span><span class=\"n\">iloc<\/span><span class=\"p\">[<\/span><span class=\"n\">i<\/span><span class=\"p\">,<\/span><span class=\"mi\">0<\/span><span class=\"p\">],<\/span> <span class=\"n\">container_columns2<\/span><span class=\"o\">.<\/span><span class=\"n\">iloc<\/span><span class=\"p\">[<\/span><span class=\"n\">i<\/span><span class=\"p\">,<\/span><span class=\"mi\">1<\/span><span class=\"p\">]))<\/span>\n    \n<span class=\"k\">for<\/span> <span class=\"n\">i<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">range<\/span><span class=\"p\">(<\/span><span class=\"nb\">len<\/span><span class=\"p\">(<\/span><span class=\"n\">container_columns3<\/span><span class=\"p\">)):<\/span>\n    <span class=\"n\">c3<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">format_to_dic<\/span><span class=\"p\">(<\/span><span class=\"n\">container_columns3<\/span><span class=\"o\">.<\/span><span class=\"n\">iloc<\/span><span class=\"p\">[<\/span><span class=\"n\">i<\/span><span class=\"p\">,<\/span><span class=\"mi\">0<\/span><span class=\"p\">],<\/span> <span class=\"n\">container_columns3<\/span><span class=\"o\">.<\/span><span class=\"n\">iloc<\/span><span class=\"p\">[<\/span><span class=\"n\">i<\/span><span class=\"p\">,<\/span><span class=\"mi\">1<\/span><span class=\"p\">]))<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=39f40296\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[10]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Construct an object to hold the request body (i.e., the container that needs to be created)<\/span>\n<span class=\"n\">data_obj1<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n    <span class=\"s2\">\"container_name\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"flight\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"container_type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"COLLECTION\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"rowkey\"<\/span><span class=\"p\">:<\/span> <span class=\"kc\">False<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"columns\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">c1<\/span>\n<span class=\"p\">}<\/span>\n\n<span class=\"n\">data_obj2<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n    <span class=\"s2\">\"container_name\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"airlines\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"container_type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"COLLECTION\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"rowkey\"<\/span><span class=\"p\">:<\/span> <span class=\"kc\">False<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"columns\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">c2<\/span> \n<span class=\"p\">}<\/span>\n\n<span class=\"n\">data_obj3<\/span> <span class=\"o\">=<\/span> <span class=\"p\">{<\/span>\n    <span class=\"s2\">\"container_name\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"airports\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"container_type\"<\/span><span class=\"p\">:<\/span> <span class=\"s2\">\"COLLECTION\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"rowkey\"<\/span><span class=\"p\">:<\/span> <span class=\"kc\">False<\/span><span class=\"p\">,<\/span>\n    <span class=\"s2\">\"columns\"<\/span><span class=\"p\">:<\/span> <span class=\"n\">c3<\/span>\n<span class=\"p\">}<\/span>\n\n<span class=\"c1\">#Set up the GridDB WebAPI URL<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'\/containers'<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI with the headers and the request body<\/span>\n<span class=\"n\">x1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">json<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_obj1<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span> <span class=\"o\">=<\/span> <span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">x2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">json<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_obj2<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span> <span class=\"o\">=<\/span> <span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">x3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">json<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_obj3<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span> <span class=\"o\">=<\/span> <span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>send: b'POST \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/\/containers HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 1421\\r\\n\\r\\n'\nsend: b'{\"container_name\": \"flight1\", \"container_type\": \"COLLECTION\", \"rowkey\": false, \"columns\": [{\"name\": \"YEAR\", \"type\": \"FLOAT\"}, {\"name\": \"MONTH\", \"type\": \"FLOAT\"}, {\"name\": \"DAY\", \"type\": \"FLOAT\"}, {\"name\": \"DAY_OF_WEEK\", \"type\": \"FLOAT\"}, {\"name\": \"AIRLINE\", \"type\": \"STRING\"}, {\"name\": \"FLIGHT_NUMBER\", \"type\": \"FLOAT\"}, {\"name\": \"TAIL_NUMBER\", \"type\": \"STRING\"}, {\"name\": \"ORIGIN_AIRPORT\", \"type\": \"STRING\"}, {\"name\": \"DESTINATION_AIRPORT\", \"type\": \"STRING\"}, {\"name\": \"SCHEDULED_DEPARTURE\", \"type\": \"FLOAT\"}, {\"name\": \"DEPARTURE_TIME\", \"type\": \"FLOAT\"}, {\"name\": \"DEPARTURE_DELAY\", \"type\": \"FLOAT\"}, {\"name\": \"TAXI_OUT\", \"type\": \"FLOAT\"}, {\"name\": \"WHEELS_OFF\", \"type\": \"FLOAT\"}, {\"name\": \"SCHEDULED_TIME\", \"type\": \"FLOAT\"}, {\"name\": \"ELAPSED_TIME\", \"type\": \"FLOAT\"}, {\"name\": \"AIR_TIME\", \"type\": \"FLOAT\"}, {\"name\": \"DISTANCE\", \"type\": \"FLOAT\"}, {\"name\": \"WHEELS_ON\", \"type\": \"FLOAT\"}, {\"name\": \"TAXI_IN\", \"type\": \"FLOAT\"}, {\"name\": \"SCHEDULED_ARRIVAL\", \"type\": \"FLOAT\"}, {\"name\": \"ARRIVAL_TIME\", \"type\": \"FLOAT\"}, {\"name\": \"ARRIVAL_DELAY\", \"type\": \"FLOAT\"}, {\"name\": \"DIVERTED\", \"type\": \"FLOAT\"}, {\"name\": \"CANCELLED\", \"type\": \"FLOAT\"}, {\"name\": \"CANCELLATION_REASON\", \"type\": \"STRING\"}, {\"name\": \"AIR_SYSTEM_DELAY\", \"type\": \"FLOAT\"}, {\"name\": \"SECURITY_DELAY\", \"type\": \"FLOAT\"}, {\"name\": \"AIRLINE_DELAY\", \"type\": \"FLOAT\"}, {\"name\": \"LATE_AIRCRAFT_DELAY\", \"type\": \"FLOAT\"}, {\"name\": \"WEATHER_DELAY\", \"type\": \"FLOAT\"}]}'\nreply: 'HTTP\/1.1 201 \\r\\n'\nheader: Date: Wed, 21 Jun 2023 18:41:11 GMT\nheader: Content-Length: 0\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\nsend: b'POST \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/\/containers HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 173\\r\\n\\r\\n'\nsend: b'{\"container_name\": \"airlines1\", \"container_type\": \"COLLECTION\", \"rowkey\": false, \"columns\": [{\"name\": \"IATA_CODE\", \"type\": \"STRING\"}, {\"name\": \"AIRLINE\", \"type\": \"STRING\"}]}'\nreply: 'HTTP\/1.1 201 \\r\\n'\nheader: Date: Wed, 21 Jun 2023 18:41:12 GMT\nheader: Content-Length: 0\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\nsend: b'POST \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/\/containers HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 364\\r\\n\\r\\n'\nsend: b'{\"container_name\": \"airports1\", \"container_type\": \"COLLECTION\", \"rowkey\": false, \"columns\": [{\"name\": \"IATA_CODE\", \"type\": \"STRING\"}, {\"name\": \"AIRPORT\", \"type\": \"STRING\"}, {\"name\": \"CITY\", \"type\": \"STRING\"}, {\"name\": \"STATE\", \"type\": \"STRING\"}, {\"name\": \"COUNTRY\", \"type\": \"STRING\"}, {\"name\": \"LATITUDE\", \"type\": \"FLOAT\"}, {\"name\": \"LONGITUDE\", \"type\": \"FLOAT\"}]}'\nreply: 'HTTP\/1.1 201 \\r\\n'\nheader: Date: Wed, 21 Jun 2023 18:41:12 GMT\nheader: Content-Length: 0\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=0bd8aefc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Loading Data into the GridDB container (Row Registration)\nTo learn more on the format required to add rows to the container, refer to this article. (<a href=\"http:\/\/www.toshiba-sol.co.jp\/en\/pro\/griddb\/docs-en\/v4_3\/GridDB_Web_API_Reference.html#%E3%83%AD%E3%82%A6%E7%99%BB%E9%8C%B2\">http:\/\/www.toshiba-sol.co.jp\/en\/pro\/griddb\/docs-en\/v4_3\/GridDB_Web_API_Reference.html#%E3%83%AD%E3%82%A6%E7%99%BB%E9%8C%B2<\/a>)<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=813ef3ae\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[8]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span><span class=\"o\">.<\/span><span class=\"n\">to_json<\/span><span class=\"p\">(<\/span><span class=\"n\">orient<\/span><span class=\"o\">=<\/span><span class=\"s1\">'values'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">request_body1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span>\n\n<span class=\"n\">airlines<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airlines<\/span><span class=\"o\">.<\/span><span class=\"n\">to_json<\/span><span class=\"p\">(<\/span><span class=\"n\">orient<\/span><span class=\"o\">=<\/span><span class=\"s1\">'values'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">request_body2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airlines<\/span>\n\n<span class=\"n\">airports<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airports<\/span><span class=\"o\">.<\/span><span class=\"n\">to_json<\/span><span class=\"p\">(<\/span><span class=\"n\">orient<\/span><span class=\"o\">=<\/span><span class=\"s1\">'values'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">request_body3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airports<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=64877d88\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[9]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Setup the URL to be used to invoke the GridDB WebAPI to register rows in the container created previously<\/span>\n<span class=\"c1\"># base_url = 'https:\/\/cloud1.griddb.com\/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/'<\/span>\n<span class=\"n\">url1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'containers\/flight\/rows'<\/span>\n<span class=\"n\">url2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'containers\/airlines\/rows'<\/span>\n<span class=\"n\">url3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'containers\/airports\/rows'<\/span>\n\n\n<span class=\"c1\"># 'https:\/\/cloud1.griddb.com\/trial1502\/griddb\/v2\/gs_clustertrial1502\/dbs\/aayush'<\/span>\n\n<span class=\"c1\">#Invoke the GridDB WebAPI using the request constructed<\/span>\n<span class=\"n\">x1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">put<\/span><span class=\"p\">(<\/span><span class=\"n\">url1<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body1<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">x2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">put<\/span><span class=\"p\">(<\/span><span class=\"n\">url2<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body2<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">x3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">put<\/span><span class=\"p\">(<\/span><span class=\"n\">url3<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body3<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>send: b'PUT \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/containers\/flight\/rows HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 818805\\r\\n\\r\\n'\nsend: 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'HTTP\/1.1 200 \\r\\n'\nheader: Date: Sun, 07 May 2023 08:20:16 GMT\nheader: Content-Type: application\/json;charset=UTF-8\nheader: Transfer-Encoding: chunked\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\nsend: b'PUT \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/containers\/airlines\/rows HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 426\\r\\n\\r\\n'\nsend: b'[[\"UA\",\"United Air Lines Inc.\"],[\"AA\",\"American Airlines Inc.\"],[\"US\",\"US Airways Inc.\"],[\"F9\",\"Frontier Airlines Inc.\"],[\"B6\",\"JetBlue Airways\"],[\"OO\",\"Skywest Airlines Inc.\"],[\"AS\",\"Alaska Airlines Inc.\"],[\"NK\",\"Spirit Air Lines\"],[\"WN\",\"Southwest Airlines Co.\"],[\"DL\",\"Delta Air Lines Inc.\"],[\"EV\",\"Atlantic Southeast 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Airport\",\"Moline\",\"IL\",\"USA\",41.44853,-90.50754],[\"MLU\",\"Monroe Regional Airport\",\"Monroe\",\"LA\",\"USA\",32.51087,-92.03769],[\"MMH\",\"Mammoth Yosemite Airport\",\"Mammoth Lakes\",\"CA\",\"USA\",37.62405,-118.83777],[\"MOB\",\"Mobile Regional Airport\",\"Mobile\",\"AL\",\"USA\",30.69142,-88.24283],[\"MOT\",\"Minot International Airport\",\"Minot\",\"ND\",\"USA\",48.25938,-101.28033],[\"MQT\",\"Sawyer International Airport\",\"Marquette\",\"MI\",\"USA\",46.35364,-87.39536],[\"MRY\",\"Monterey Regional Airport\\\\u00a0(Monterey Peninsula Airport)\",\"Monterey\",\"CA\",\"USA\",36.58698,-121.84295],[\"MSN\",\"Dane County Regional Airport\",\"Madison\",\"WI\",\"USA\",43.13986,-89.33751],[\"MSO\",\"Missoula International Airport\",\"Missoula\",\"MT\",\"USA\",46.91631,-114.09056],[\"MSP\",\"Minneapolis-Saint Paul International Airport\",\"Minneapolis\",\"MN\",\"USA\",44.88055,-93.21692],[\"MSY\",\"Louis Armstrong New Orleans International Airport\",\"New Orleans\",\"LA\",\"USA\",29.99339,-90.25803],[\"MTJ\",\"Montrose Regional Airport\",\"Montrose\",\"CO\",\"USA\",38.50887,-107.89383],[\"MVY\",\"Martha\\'s Vineyard Airport\",\"Marthas Vineyard\",\"MA\",\"USA\",41.39303,-70.61433],[\"MYR\",\"Myrtle Beach International Airport\",\"Myrtle Beach\",\"SC\",\"USA\",33.67975,-78.92833],[\"OAJ\",\"Albert J. Ellis Airport\",\"Jacksonville\",\"NC\",\"USA\",34.82916,-77.61214],[\"OAK\",\"Oakland International Airport\",\"Oakland\",\"CA\",\"USA\",37.72129,-122.22072],[\"OGG\",\"Kahului Airport\",\"Kahului\",\"HI\",\"USA\",20.89865,-156.43046],[\"OKC\",\"Will Rogers World Airport\",\"Oklahoma City\",\"OK\",\"USA\",35.39309,-97.60073],[\"OMA\",\"Eppley Airfield\",\"Omaha\",\"NE\",\"USA\",41.30252,-95.89417],[\"OME\",\"Nome Airport\",\"Nome\",\"AK\",\"USA\",64.5122,-165.44525],[\"ONT\",\"Ontario International Airport\",\"Ontario\",\"CA\",\"USA\",34.056,-117.60119],[\"ORD\",\"Chicago O\\'Hare International Airport\",\"Chicago\",\"IL\",\"USA\",41.9796,-87.90446],[\"ORF\",\"Norfolk International Airport\",\"Norfolk\",\"VA\",\"USA\",36.89461,-76.20122],[\"ORH\",\"Worcester Regional Airport\",\"Worcester\",\"MA\",\"USA\",42.26734,-71.87571],[\"OTH\",\"Southwest Oregon Regional Airport\\\\u00a0(North Bend Municipal)\",\"North Bend\",\"OR\",\"USA\",43.41714,-124.24603],[\"OTZ\",\"Ralph Wien Memorial Airport\",\"Kotzebue\",\"AK\",\"USA\",66.88468,-162.59855],[\"PAH\",\"Barkley Regional Airport\",\"Paducah\",\"KY\",\"USA\",37.06083,-88.77375],[\"PBI\",\"Palm Beach International Airport\",\"West Palm Beach\",\"FL\",\"USA\",26.68316,-80.09559],[\"PDX\",\"Portland International Airport\",\"Portland\",\"OR\",\"USA\",45.58872,-122.5975],[\"PHF\",\"Newport News\\\\\/Williamsburg International Airport\",\"Newport News\",\"VA\",\"USA\",37.1319,-76.49299],[\"PHL\",\"Philadelphia International Airport\",\"Philadelphia\",\"PA\",\"USA\",39.87195,-75.24114],[\"PHX\",\"Phoenix Sky Harbor International Airport\",\"Phoenix\",\"AZ\",\"USA\",33.43417,-112.00806],[\"PIA\",\"General Wayne A. Downing Peoria International Airport\",\"Peoria\",\"IL\",\"USA\",40.66424,-89.69331],[\"PIB\",\"Hattiesburg-Laurel Regional Airport\",\"Hattiesburg-Laurel\",\"MS\",\"USA\",31.46715,-89.33706],[\"PIH\",\"Pocatello Regional Airport\",\"Pocatello\",\"ID\",\"USA\",42.91131,-112.59586],[\"PIT\",\"Pittsburgh International Airport\",\"Pittsburgh\",\"PA\",\"USA\",40.49147,-80.23287],[\"PLN\",\"Pellston Regional Airport of Emmet County\",\"Pellston\",\"MI\",\"USA\",45.57093,-84.79672],[\"PNS\",\"Pensacola International Airport\\\\u00a0(Pensacola Gulf Coast Regional Airport)\",\"Pensacola\",\"FL\",\"USA\",30.47331,-87.18744],[\"PPG\",\"Pago Pago International Airport (Tafuna Airport)\",\"Pago Pago\",\"AS\",\"USA\",14.33102,-170.71053],[\"PSC\",\"Tri-Cities Airport\",\"Pasco\",\"WA\",\"USA\",46.26468,-119.11903],[\"PSE\",\"Mercedita Airport\",\"Ponce\",\"PR\",\"USA\",18.0083,-66.56301],[\"PSG\",\"Petersburg James A. Johnson Airport\",\"Petersburg\",\"AK\",\"USA\",56.80165,-132.94528],[\"PSP\",\"Palm Springs International Airport\",\"Palm Springs\",\"CA\",\"USA\",33.82922,-116.50625],[\"PUB\",\"Pueblo Memorial Airport\",\"Pueblo\",\"CO\",\"USA\",38.28909,-104.49657],[\"PVD\",\"Theodore Francis Green State Airport\",\"Providence\",\"RI\",\"USA\",41.724,-71.42822],[\"PWM\",\"Portland International Jetport\",\"Portland\",\"ME\",\"USA\",43.64617,-70.30875],[\"RAP\",\"Rapid City Regional Airport\",\"Rapid City\",\"SD\",\"USA\",44.04532,-103.05737],[\"RDD\",\"Redding Municipal Airport\",\"Redding\",\"CA\",\"USA\",40.50898,-122.2934],[\"RDM\",\"Redmond Municipal Airport\\\\u00a0(Roberts Field)\",\"Redmond\",\"OR\",\"USA\",44.25407,-121.14996],[\"RDU\",\"Raleigh-Durham International Airport\",\"Raleigh\",\"NC\",\"USA\",35.87764,-78.78747],[\"RHI\",\"Rhinelander-Oneida County Airport\",\"Rhinelander\",\"WI\",\"USA\",45.63119,-89.46745],[\"RIC\",\"Richmond International Airport\",\"Richmond\",\"VA\",\"USA\",37.50517,-77.31967],[\"RKS\",\"Rock Springs-Sweetwater County Airport\",\"Rock Springs\",\"WY\",\"USA\",41.59422,-109.06519],[\"RNO\",\"Reno\\\\\/Tahoe International Airport\",\"Reno\",\"NV\",\"USA\",39.49858,-119.76806],[\"ROA\",\"Roanoke Regional Airport\\\\u00a0(Woodrum Field)\",\"Roanoke\",\"VA\",\"USA\",37.32547,-79.97543],[\"ROC\",\"Greater Rochester International Airport\",\"Rochester\",\"NY\",\"USA\",43.11887,-77.67238],[\"ROW\",\"Roswell International Air Center\",\"Roswell\",\"NM\",\"USA\",33.30156,-104.53056],[\"RST\",\"Rochester International Airport\",\"Rochester\",\"MN\",\"USA\",43.90883,-92.49799],[\"RSW\",\"Southwest Florida International Airport\",\"Ft. Myers\",\"FL\",\"USA\",26.53617,-81.75517],[\"SAF\",\"Santa Fe Municipal Airport\",\"Santa Fe\",\"NM\",\"USA\",35.61678,-106.08814],[\"SAN\",\"San Diego International Airport\\\\u00a0(Lindbergh Field)\",\"San Diego\",\"CA\",\"USA\",32.73356,-117.18966],[\"SAT\",\"San Antonio International Airport\",\"San Antonio\",\"TX\",\"USA\",29.53369,-98.46978],[\"SAV\",\"Savannah\\\\\/Hilton Head International Airport\",\"Savannah\",\"GA\",\"USA\",32.12758,-81.20214],[\"SBA\",\"Santa Barbara Municipal Airport\\\\u00a0(Santa Barbara Airport)\",\"Santa Barbara\",\"CA\",\"USA\",34.42621,-119.84037],[\"SBN\",\"South Bend International Airport\\\\u00a0(South Bend Regional)\",\"South Bend\",\"IN\",\"USA\",41.70895,-86.31847],[\"SBP\",\"San Luis Obispo County Regional Airport\\\\u00a0(McChesney Field)\",\"San Luis Obispo\",\"CA\",\"USA\",35.23706,-120.64239],[\"SCC\",\"Deadhorse Airport\\\\u00a0(Prudhoe Bay Airport)\",\"Deadhorse\",\"AK\",\"USA\",70.19476,-148.46516],[\"SCE\",\"University Park Airport\",\"State College\",\"PA\",\"USA\",40.85121,-77.8463],[\"SDF\",\"Louisville International Airport\\\\u00a0(Standiford Field)\",\"Louisville\",\"KY\",\"USA\",38.17439,-85.736],[\"SEA\",\"Seattle-Tacoma International Airport\",\"Seattle\",\"WA\",\"USA\",47.44898,-122.30931],[\"SFO\",\"San Francisco International Airport\",\"San Francisco\",\"CA\",\"USA\",37.619,-122.37484],[\"SGF\",\"Springfield-Branson National Airport\",\"Springfield\",\"MO\",\"USA\",37.24433,-93.38686],[\"SGU\",\"St. George Regional Airport\",\"St George\",\"UT\",\"USA\",37.09058,-113.59306],[\"SHV\",\"Shreveport Regional Airport\",\"Shreveport\",\"LA\",\"USA\",32.44663,-93.8256],[\"SIT\",\"Sitka Rocky Gutierrez Airport\",\"Sitka\",\"AK\",\"USA\",57.04714,-135.3616],[\"SJC\",\"Norman Y. Mineta San Jos\\\\u00e9 International Airport\",\"San Jose\",\"CA\",\"USA\",37.36186,-121.92901],[\"SJT\",\"San Angelo Regional Airport\\\\u00a0(Mathis Field)\",\"San Angelo\",\"TX\",\"USA\",31.35775,-100.49631],[\"SJU\",\"Luis Mu\\\\u00f1oz Mar\\\\u00edn International Airport\",\"San Juan\",\"PR\",\"USA\",18.43942,-66.00183],[\"SLC\",\"Salt Lake City International Airport\",\"Salt Lake City\",\"UT\",\"USA\",40.78839,-111.97777],[\"SMF\",\"Sacramento International Airport\",\"Sacramento\",\"CA\",\"USA\",38.69542,-121.59077],[\"SMX\",\"Santa Maria Public Airport\\\\u00a0(Capt G. Allan Hancock Field)\",\"Santa Maria\",\"CA\",\"USA\",34.89925,-120.45758],[\"SNA\",\"John Wayne Airport\\\\u00a0(Orange County Airport)\",\"Santa Ana\",\"CA\",\"USA\",33.67566,-117.86822],[\"SPI\",\"Abraham Lincoln Capital Airport\",\"Springfield\",\"IL\",\"USA\",39.84395,-89.67762],[\"SPS\",\"Wichita Falls Municipal Airport\\\\\/Sheppard AFB\",\"Wichita Falls\",\"TX\",\"USA\",33.9888,-98.49189],[\"SRQ\",\"Sarasota-Bradenton International Airport\",\"Sarasota\",\"FL\",\"USA\",27.39533,-82.55411],[\"STC\",\"St. Cloud Regional Airport\",\"St Cloud\",\"MN\",\"USA\",45.54532,-94.05834],[\"STL\",\"St. Louis International Airport at Lambert Field\",\"St Louis\",\"MO\",\"USA\",38.74769,-90.35999],[\"STT\",\"Cyril E. King Airport\",\"Charlotte Amalie\",\"VI\",\"USA\",18.33731,-64.97336],[\"STX\",\"Henry E. Rohlsen Airport\",\"Christiansted\",\"VI\",\"USA\",17.70189,-64.79856],[\"SUN\",\"Friedman Memorial Airport\",\"Hailey\",\"ID\",\"USA\",43.50484,-114.29659],[\"SUX\",\"Sioux Gateway Airport\",\"Sioux City\",\"IA\",\"USA\",42.4026,-96.38437],[\"SWF\",\"Stewart International Airport\",\"Newburgh\",\"NY\",\"USA\",41.50409,-74.10484],[\"SYR\",\"Syracuse Hancock International Airport\",\"Syracuse\",\"NY\",\"USA\",43.11119,-76.10631],[\"TLH\",\"Tallahassee International Airport\",\"Tallahassee\",\"FL\",\"USA\",30.39653,-84.35033],[\"TOL\",\"Toledo Express Airport\",\"Toledo\",\"OH\",\"USA\",41.58681,-83.80783],[\"TPA\",\"Tampa International Airport\",\"Tampa\",\"FL\",\"USA\",27.97547,-82.53325],[\"TRI\",\"Tri-Cities Regional Airport\",\"Bristol\",\"TN\",\"USA\",36.47521,-82.40742],[\"TTN\",\"Trenton Mercer Airport\",\"Trenton\",\"NJ\",\"USA\",40.27669,-74.81347],[\"TUL\",\"Tulsa International Airport\",\"Tulsa\",\"OK\",\"USA\",36.19837,-95.88824],[\"TUS\",\"Tucson International Airport\",\"Tucson\",\"AZ\",\"USA\",32.11608,-110.94103],[\"TVC\",\"Cherry Capital Airport\",\"Traverse City\",\"MI\",\"USA\",44.74144,-85.58224],[\"TWF\",\"Magic Valley Regional Airport\\\\u00a0(Joslin Field)\",\"Twin Falls\",\"ID\",\"USA\",42.4818,-114.48774],[\"TXK\",\"Texarkana Regional Airport\\\\u00a0(Webb Field)\",\"Texarkana\",\"AR\",\"USA\",33.45371,-93.99102],[\"TYR\",\"Tyler Pounds Regional Airport\",\"Tyler\",\"TX\",\"USA\",32.35414,-95.40239],[\"TYS\",\"McGhee Tyson Airport\",\"Knoxville\",\"TN\",\"USA\",35.81249,-83.99286],[\"VEL\",\"Valdez Airport\",\"Vernal\",\"UT\",\"USA\",40.4409,-109.50992],[\"VLD\",\"Valdosta Regional Airport\",\"Valdosta\",\"GA\",\"USA\",30.7825,-83.27672],[\"VPS\",\"Destin-Fort Walton Beach Airport\\\\\/Eglin AFB\",\"Valparaiso\",\"FL\",\"USA\",30.48325,-86.5254],[\"WRG\",\"Wrangell Airport\",\"Wrangell\",\"AK\",\"USA\",56.48433,-132.36982],[\"WYS\",\"Westerly State Airport\",\"West Yellowstone\",\"MT\",\"USA\",44.6884,-111.11764],[\"XNA\",\"Northwest Arkansas Regional Airport\",\"Fayetteville\\\\\/Springdale\\\\\/Rogers\",\"AR\",\"USA\",36.28187,-94.30681],[\"YAK\",\"Yakutat Airport\",\"Yakutat\",\"AK\",\"USA\",59.50336,-139.66023],[\"YUM\",\"Yuma International Airport\",\"Yuma\",\"AZ\",\"USA\",32.65658,-114.60597]]'\nreply: 'HTTP\/1.1 200 \\r\\n'\nheader: Date: Sun, 07 May 2023 08:20:17 GMT\nheader: Content-Type: application\/json;charset=UTF-8\nheader: Transfer-Encoding: chunked\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=c6b1d83d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[15]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\">#Construct the SQL to be used<\/span>\n<span class=\"n\">sql1<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"s2\">\"SELECT * FROM flight\"<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">sql2<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"s2\">\"SELECT * FROM airlines\"<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">sql3<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"s2\">\"SELECT * FROM airports\"<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"n\">base_url<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">'\/sql'<\/span>\n<span class=\"n\">request_body1<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'[{\"type\":\"sql-select\", \"stmt\":\"'<\/span><span class=\"o\">+<\/span><span class=\"n\">sql1<\/span><span class=\"o\">+<\/span><span class=\"s1\">'\"}]'<\/span>\n<span class=\"n\">request_body2<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'[{\"type\":\"sql-select\", \"stmt\":\"'<\/span><span class=\"o\">+<\/span><span class=\"n\">sql2<\/span><span class=\"o\">+<\/span><span class=\"s1\">'\"}]'<\/span>\n<span class=\"n\">request_body3<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'[{\"type\":\"sql-select\", \"stmt\":\"'<\/span><span class=\"o\">+<\/span><span class=\"n\">sql3<\/span><span class=\"o\">+<\/span><span class=\"s1\">'\"}]'<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=c6dc963f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Invoke the GridDB SQL API to retrieve the results and process it.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=0486ca81\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[17]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">data_req1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body1<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">data_req2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body2<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">data_req3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">requests<\/span><span class=\"o\">.<\/span><span class=\"n\">post<\/span><span class=\"p\">(<\/span><span class=\"n\">url<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">request_body3<\/span><span class=\"p\">,<\/span> <span class=\"n\">headers<\/span><span class=\"o\">=<\/span><span class=\"n\">header_obj<\/span><span class=\"p\">,<\/span><span class=\"n\">auth<\/span><span class=\"o\">=<\/span><span class=\"n\">HTTPBasicAuth<\/span><span class=\"p\">(<\/span><span class=\"s1\">'&lt;user&gt;'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'&lt;pass&gt;'<\/span><span class=\"p\">))<\/span>\n\n\n<span class=\"n\">myJson1<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req1<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">flight_columns<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">col<\/span><span class=\"p\">[<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">col<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">myJson1<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">]]<\/span>\n<span class=\"n\">flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson1<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"n\">flight_columns<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">myJson2<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req2<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">airlines_columns<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">col<\/span><span class=\"p\">[<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">col<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">myJson2<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">]]<\/span>\n<span class=\"n\">airlines<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson2<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"n\">airlines_columns<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">myJson3<\/span> <span class=\"o\">=<\/span> <span class=\"n\">data_req3<\/span><span class=\"o\">.<\/span><span class=\"n\">json<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">airports_columns<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">col<\/span><span class=\"p\">[<\/span><span class=\"s2\">\"name\"<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">col<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">myJson3<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"columns\"<\/span><span class=\"p\">]]<\/span>\n<span class=\"n\">airports<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">myJson3<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">][<\/span><span class=\"s2\">\"results\"<\/span><span class=\"p\">],<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"n\">airports_columns<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>send: b'POST \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/\/sql HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 54\\r\\n\\r\\n'\nsend: b'[{\"type\":\"sql-select\", \"stmt\":\"SELECT * FROM flight\"}]'\nreply: 'HTTP\/1.1 200 \\r\\n'\nheader: Date: Sun, 07 May 2023 08:34:28 GMT\nheader: Content-Type: application\/json;charset=UTF-8\nheader: Transfer-Encoding: chunked\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\nsend: b'POST \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/\/sql HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 56\\r\\n\\r\\n'\nsend: b'[{\"type\":\"sql-select\", \"stmt\":\"SELECT * FROM airlines\"}]'\nreply: 'HTTP\/1.1 200 \\r\\n'\nheader: Date: Sun, 07 May 2023 08:34:29 GMT\nheader: Content-Type: application\/json;charset=UTF-8\nheader: Transfer-Encoding: chunked\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\nsend: b'POST \/trial1602\/griddb\/v2\/gs_clustertrial1602\/dbs\/r_blog\/\/sql HTTP\/1.1\\r\\nHost: cloud1.griddb.com\\r\\nUser-Agent: PostmanRuntime\/7.29.0\\r\\nAccept-Encoding: gzip, deflate\\r\\nAccept: *\/*\\r\\nConnection: keep-alive\\r\\nAuthorization: Basic cHJhdGlrOnByYXRpaw==\\r\\nContent-Type: application\/json; charset=UTF-8\\r\\nContent-Length: 56\\r\\n\\r\\n'\nsend: b'[{\"type\":\"sql-select\", \"stmt\":\"SELECT * FROM airports\"}]'\nreply: 'HTTP\/1.1 200 \\r\\n'\nheader: Date: Sun, 07 May 2023 08:34:29 GMT\nheader: Content-Type: application\/json;charset=UTF-8\nheader: Transfer-Encoding: chunked\nheader: Connection: keep-alive\nheader: Server: Apache\/2.4.54 (IUS)\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=0cdba4e8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>When it comes to IoT and Big Data use cases, GridDB clearly stands out among other databases in the Relational and NoSQL space.\nOverall, GridDB offers multiple reliability features for mission-critical applications that require high availability and data retention.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=dff8bea3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"4.-Preprocessing-and-Data-Visualization\">4. Preprocessing and Data Visualization<a class=\"anchor-link\" href=\"#4.-Preprocessing-and-Data-Visualization\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=ce24053b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Various Plots are created so as to get a great idea of whats happening in the Dataset and what is the most important variable affecting the dalays of the airlines.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=b85d87a0\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[21]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">flight<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=734f3556\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[22]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># converting to datetime.<\/span>\n<span class=\"k\">def<\/span><span class=\"w\"> <\/span><span class=\"nf\">conv_time<\/span><span class=\"p\">(<\/span><span class=\"n\">time_val<\/span><span class=\"p\">):<\/span>\n    <span class=\"k\">if<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">isnull<\/span><span class=\"p\">(<\/span><span class=\"n\">time_val<\/span><span class=\"p\">):<\/span>\n        <span class=\"k\">return<\/span> <span class=\"n\">np<\/span><span class=\"o\">.<\/span><span class=\"n\">nan<\/span>\n    <span class=\"k\">else<\/span><span class=\"p\">:<\/span>\n        <span class=\"k\">if<\/span> <span class=\"n\">time_val<\/span> <span class=\"o\">==<\/span> <span class=\"mi\">2400<\/span><span class=\"p\">:<\/span> <span class=\"n\">time_val<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">0<\/span>\n        <span class=\"n\">time_val<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"<\/span><span class=\"si\">{0:04d}<\/span><span class=\"s2\">\"<\/span><span class=\"o\">.<\/span><span class=\"n\">format<\/span><span class=\"p\">(<\/span><span class=\"nb\">int<\/span><span class=\"p\">(<\/span><span class=\"n\">time_val<\/span><span class=\"p\">))<\/span>\n        <span class=\"n\">time_formatted<\/span> <span class=\"o\">=<\/span> <span class=\"n\">datetime<\/span><span class=\"o\">.<\/span><span class=\"n\">time<\/span><span class=\"p\">(<\/span><span class=\"nb\">int<\/span><span class=\"p\">(<\/span><span class=\"n\">time_val<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">:<\/span><span class=\"mi\">2<\/span><span class=\"p\">]),<\/span> <span class=\"nb\">int<\/span><span class=\"p\">(<\/span><span class=\"n\">time_val<\/span><span class=\"p\">[<\/span><span class=\"mi\">2<\/span><span class=\"p\">:<\/span><span class=\"mi\">4<\/span><span class=\"p\">]))<\/span>\n    <span class=\"k\">return<\/span> <span class=\"n\">time_formatted<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=2d3be70c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[27]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'SCHEDULED_ARRIVAL'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'SCHEDULED_ARRIVAL'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"n\">conv_time<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=94c5721d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>After we've converted the necessary time values to a DateTime datatype, we need to validate our data. Null values and missing data are common data states that must be handled.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=539ab702\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[28]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIRLINE_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIRLINE_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIR_SYSTEM_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'AIR_SYSTEM_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'SECURITY_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'SECURITY_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LATE_AIRCRAFT_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'LATE_AIRCRAFT_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'WEATHER_DELAY'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'WEATHER_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=45a21203\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[29]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">value_counts<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[29]:<\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>CANCELLATION_REASON\nX    9567\nName: count, dtype: int64<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=87854a0d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>As can be seen, the primary reason for cancellation is B the weather. Weather is well known to be a major cause of delays and cancellations. In the case of this attribute, we consider the weather to be a cancellation reason rather than a delay reason.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=98c77cc3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[30]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># converting categoric value to numeric<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'A'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">1<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'B'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">2<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'C'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">3<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'D'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">4<\/span>\n\n<span class=\"c1\"># converting NaN to zero<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CANCELLATION_REASON'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=c07d3be9\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[31]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">dropna<\/span><span class=\"p\">(<\/span><span class=\"n\">axis<\/span><span class=\"o\">=<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">isnull<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">sum<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[31]:<\/div>\n<div class=\"jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/plain\" tabindex=\"0\">\n<pre>YEAR                   0\nMONTH                  0\nDAY                    0\nDAY_OF_WEEK            0\nAIRLINE                0\nFLIGHT_NUMBER          0\nORIGIN_AIRPORT         0\nDESTINATION_AIRPORT    0\nSCHEDULED_DEPARTURE    0\nSCHEDULED_TIME         0\nDISTANCE               0\nSCHEDULED_ARRIVAL      0\nARRIVAL_DELAY          0\nDIVERTED               0\nCANCELLED              0\nCANCELLATION_REASON    0\nAIR_SYSTEM_DELAY       0\nSECURITY_DELAY         0\nAIRLINE_DELAY          0\nLATE_AIRCRAFT_DELAY    0\nWEATHER_DELAY          0\ndtype: int64<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8feb8d03\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[32]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_airlines<\/span> <span class=\"o\">=<\/span> <span class=\"n\">airlines<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=77be2d51\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[33]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">df_flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">merge<\/span><span class=\"p\">(<\/span><span class=\"n\">df_airlines<\/span><span class=\"p\">,<\/span> <span class=\"n\">left_on<\/span><span class=\"o\">=<\/span><span class=\"s1\">'AIRLINE'<\/span><span class=\"p\">,<\/span> <span class=\"n\">right_on<\/span><span class=\"o\">=<\/span><span class=\"s1\">'IATA_CODE'<\/span><span class=\"p\">,<\/span> <span class=\"n\">how<\/span><span class=\"o\">=<\/span><span class=\"s1\">'inner'<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=6d18b546\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[34]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># dropping old column and rename new one<\/span>\n<span class=\"n\">df_flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">drop<\/span><span class=\"p\">([<\/span><span class=\"s1\">'AIRLINE_x'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'IATA_CODE'<\/span><span class=\"p\">],<\/span> <span class=\"n\">axis<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">df_flight<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">rename<\/span><span class=\"p\">(<\/span><span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">{<\/span><span class=\"s2\">\"AIRLINE_y\"<\/span><span class=\"p\">:<\/span><span class=\"s2\">\"AIRLINE\"<\/span><span class=\"p\">})<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=e89da2b6\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>Distribution Analysis following Cleansing, Conversion, and preprocessing the features of data. Now we need to identify the features that are most likely to influence flight delays for our prediction.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=2d69cf6f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[35]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">fig_dim<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"mi\">9<\/span><span class=\"p\">,<\/span><span class=\"mi\">10<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">f<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"n\">fig_dim<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">quality<\/span><span class=\"o\">=<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s2\">\"AIRLINE\"<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">unique<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">size<\/span><span class=\"o\">=<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s2\">\"AIRLINE\"<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">value_counts<\/span><span class=\"p\">()<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">pie<\/span><span class=\"p\">(<\/span><span class=\"n\">size<\/span><span class=\"p\">,<\/span><span class=\"n\">labels<\/span><span class=\"o\">=<\/span><span class=\"n\">quality<\/span><span class=\"p\">,<\/span><span class=\"n\">autopct<\/span><span class=\"o\">=<\/span><span class=\"s1\">'<\/span><span class=\"si\">%1.0f%%<\/span><span class=\"s1\">'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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JQPMjgH4NcbOvJfLkJ7bWqirlufoaInb7DgAANQaRREA1DPDWST7zr\/JmThbkn\/uZ1HSPlOe0BCzYwB+i7Ez7\/djul2jF2RqZZrN7CgAANQKRREA1CNPUbxKNz8od84ms6PUK8OZq6LJsWbHAPxSadsujJ35iCybR9esyNHLO6wyGEUDAPgoiiIAqCeujB9Uuvn\/ZJQeMTtKgyhtlih3s0izYwB+Z23XkWZHQA14DOkfWwt1y8pcWZ3+uYoUAODfKIoAoI4ZHrfsB96Sfc9LPn9XsxpxF8s6qY\/ZKQC\/w9iZb1qUbNOEb7J0qMBpdhQAAGqEoggA6pDhyJNt+2Nypc43O4op7KEH5WzbwuwYgN9g7My37S9wadyiLC1JLjU7CgAA1UZRBAB1xF2wV6WbHpQn\/xezo5jH41DRJV3NTgH4DcbOfF+hw9BN3+fqxW2F7FsEAPAJFEUAUAecaYtl2\/qoDHu22VFM57Dsl6N7O7NjAH6BsTP\/YEh6cbtVN36fq0IH+xYBALwbRREA1ILhcci+91U59r8uGexDIUky3LJeGGN2CsDnMXbmf5am2DR+UZb25\/PvBQDAe1EUAcAZMhwFsm17TK4jy82O4nVcrv2yxXYzOwbg0xg7808HC1yasChLS1PYtwgA4J0oigDgDHhKUlW65U\/yFOwxO4rXKhoebnYEwKcxdua\/rE5D077P1Tt7isyOAgBAJRRFAFBD7rxfVLr5\/2SUHjE7ildzO+JVMqKP2TEAn8TYmf9zG9KjGwr0+IZ8edjkGgDgRSiKAKAGXBkrZdv+V8llNTuKTyju75LHYjE7BuBz1nYZYXYENJA39xTr5pW5KnGxyTUAwDtQFMHnTZo0SdHR0WbHQCPgSJgt+55\/sml1DXgcqSoZH2t2DMDn\/DdymNkR0IC+TbZp0pJsZZa6zY4CAABFEcqsXr1a0dHRuvfee8\/omGXLlum6665Tz5491apVK3Xv3l0jRozQ\/fffr8WLF59Rpvvvv1\/R0dHq1q2b7Hb7GZ2jsZo9e7aio6P173\/\/2+wofsHwuGTf84qcCXFmR\/FJJd3y5QkKMjsG4DMYO2uctmU7NX5Rlvbm8cMIAIC5+Modtfbiiy\/qxRdfVEREhC655BJ17txZLpdL+\/bt09dff63Dhw9r0qRJNTqn1WrV\/PnzZbFYlJeXp8WLF+uqq66q8ti33npLpaXcOQT1w3AWybbrH\/LkbTc7is8yHJkqmjhAUQu3mh0F8AmMnTVeKUVuXfJtlj65sIUuaB9mdhwAQCNFUYRaSUpK0j\/\/+U917NhRK1asULt27So8X1paqs2bN9f4vF9\/\/bWKi4t1\/\/33680331RcXNxJi6JOnTqdUXbgdDylGbLteFpGSbLZUXyerXWamkSEKaDEZnYUwOv9N3KYxHY1jVahw9C1K3L06oho3XJWpNlxAACNEKNnqJWtW7fK4\/Fo8uTJlUoiSQoPD9eYMWNqfN64uDgFBQXpoYce0pgxY7Rq1SolJ1f9zXpVexQdH72aPXu2lixZoksuuUQdO3ZUbGys8vPz1aJFC11\/\/fUVXrNz505FR0crOjpa8fHxla7Rtm3b8hE4h8Oht99+W1dddZX69eunmJgY9ezZUzfffLN27NhR4bWffPKJoqOj9d\/\/\/rfK\/KtWrVJ0dLT+9Kc\/lT92+PBh3XfffRowYIBiYmLUtWtXjRo1So899piMWtwZJTY2VrGxsSoqKtL06dPVp08fxcTEaOTIkVqwYEGVr3E4HJo5c6YuvPBCdezYUR06dNB5552nv\/71r8rPzz\/jLN7OXbhfti3\/R0lURwxXgayT+5kdA\/B6jJ1Bkpwe6cGf8\/XCtkKzowAAGiGKItRKixYtJKlSsVIb+\/bt06ZNmzRu3DjFxMTohhtukMfj0ezZs2t8rgULFuiWW25Rq1atdOedd+qiiy5SdHS0+vfvr3Xr1snt\/nXTyNWrV1f5e5vNps2bN2vYsGEKDQ2VJOXl5enxxx+X3W7XRRddpPvuu0+jR4\/WihUrdMkll2jr1l9HbK6++mpFRUUpLq7q\/W0++eQTSdKtt94qSTpy5IjGjRunL774QrGxsbrvvvt07bXXqm3btnr\/\/fcrZD4TLpdLV111lX744Qddfvnluu6665SYmKjbbrtNK1eurHBsaWmprrjiCj3xxBMqLCzUTTfdpDvuuEM9evTQRx99dNLyzte5c7fKtm26DEee2VH8iq1Jgtwto8yOAXg1xs5won9ut+qR9fm1+iERAAA1xegZamXIkCHq2LGjli9fruuvv15XXXWVhgwZoh49eshyhrfEPl6oHF\/xc\/nll+vhhx\/W7NmzNX36dAUEVL\/f\/O677\/TVV1\/pggsuqPD4mDFjtHPnTm3fvl1DhgyRVFYO9ezZUzabTatXry4vbjZs2CC73V5hZVR0dLR27dql9u3bVzjv3r17ddFFF+nZZ5\/V\/PnzJUmRkZG69tpr9f7772vNmjUaPXp0+fF5eXlatGiRYmNjdc4550iSFi5cqIKCAs2YMaPSxuF5eXkKquWmwEeOHNE555yjRYsWKSQkRJJ07bXXasqUKZo5c6bGjRtXfuzzzz+v9evX6\/rrr9f\/\/vc\/BQYGlj9XUFBQ4c\/+wpW1VvbdMyQPm4nWOXeJrJf1U\/SsLWYnAbwWY2f4rXf3FqvA4dH\/RjdXUMCZfW0FAEBNsKIItdKkSRPNnj1bffv21bJly3T33Xdr6NCh6tKli66\/\/np98803NTqf0+nU3LlzFRUVVb4BdpMmTTRp0iSlpqbqxx9\/rNH5Jk6cWKkkklRe+vz000+SJLfbrbVr12rMmDEaPXp0lauLTix4QkNDK5VEktS3b1+NHj1aa9euldP5a9Fw++23S\/p19dBxn332mex2e3kpdaLw8PBKjzVv3vyk77UmXnjhhfKSSJLOP\/98derUqcJKKJfLpY8\/\/lhRUVF66aWXKpVCzZo1U5MmTeokj7dwZXwv+67nKYnqkT3ogJwdWpsdA\/BKjJ3hZD4\/XKpbVubK5mJlEQCg\/lEUodYGDhyotWvXatmyZXryySc1efJkhYSEaNmyZbrlllt01113VXvJ9Lfffqvs7GxNmTJFYWG\/3u3jxhtvlKSTjm+dzPHVQr81cuRIBQYGlpdAO3fuVGFhocaOHasxY8bo6NGj2r9\/vyRpzZo1Cg8P19ChQyucY+fOnfr973+v\/v37q3Xr1uX7Gy1dulQOh0M5OTnlx\/bv31\/Dhg3TwoULK+zrExcXp4iICF177bXlj1166aWKjIzUww8\/rNtvv12zZs1SYmJijd73qTRr1kxdu3at9HiHDh1UUFBQ\/ucDBw7IarVq8ODBlfaA8kfO1EWy73lZMmo32ofTMJyyXtzR7BSAV1rH2BlOYUmKTdesyJbVyZIzAED9oiiCJJWPc3k8J\/\/i4\/hzVY1+WSwWnXfeeXr44Yc1a9YsHTx4ULNmzVLTpk31+eefa9GiRdXKcbwIuuGGGyo8fv7556t9+\/b69ttvlZdX\/X1jWreueuVCVFSUBg4cqA0bNsjpdGr16tWyWCwaM2ZM+Wqj1atXq6SkRFu2bNF5551XYQXOhg0bdNFFF+mbb75R\/\/79ddddd+nRRx\/V9OnT1b9\/f0kq3\/j6uNtuu002m02ff\/65JGnz5s3as2ePpkyZombNmpUf16VLF61YsUITJ07UihUr9MADD2jQoEE699xzy8fZaiMqquo9YgIDAyt8\/AsLyzbQrGqTcn\/jSJwrx4E3JPGT2obg9OyXvTdlEfBb\/40cevqD0KityXDoiqXZyrXxQw0AQP2hKIKkX8uDU5Uwubm5FY49FYvFosmTJ5fvsXN8xOtUUlNTyzdTPn4ns+P\/a9GihdLT02W32zV37tzTnuvEHCczZswYFRcXa8uWLVqzZo369u2rVq1aqXPnzurSpYtWr15dXiT99s5tr7zyiux2u+bPn6\/PPvtMzz\/\/vP7617\/q8ccfV5s2baq83lVXXaVmzZqVj5\/9dhPrE5199tn65JNPlJCQoBUrVujRRx\/V0aNHdfvtt2v9+vXVfv+1cby8OnLkSINczyyOwx\/IGf+h2TEaGY+KxrQwOwTgVUrbdtFij\/8X86i9bdlOXfZtttKLKYsAAPWDzawhSerVq5dCQkK0detWuVyuKjdM3rhxoySpX7\/q3+K6JnvYfPrpp\/J4PBoxYoR69uxZ6XmXy6U5c+YoLi5O99xzT7XPezJjxozRf\/\/7X61cuVLr1q3TTTfdVP7c2LFj9e2336p79+6SKu5PJEkJCQlq3ry5RoyoOCZQUlKiHTt2VHm98PBw3XDDDXr77bf1008\/6euvv1bv3r01fPjwk2YMDg7WsGHDNGzYMHXv3l333HOPli1bdsrX1JVevXopKipKW7duVX5+vt+NnxmGIceBmXKlVW+1G+qWy3lAtiE9FbblkNlRAK\/A2BlqYn+BS5d+m6X5l7RS9yi+nAcA1C1WFEGSFBYWpiuvvFLZ2dn617\/+Ven53bt3Ky4uTk2bNtXkyZPLH9+yZYvmzJkjm81W6TXZ2dnlq2Z+W6j8lmEYmj17tiwWi9588029\/vrrlf735ptv6txzz9Xu3bu1bdu2Wr5jafjw4QoKCtIHH3wgq9WqsWPHlj83ZswY5eTkKC4uTpGRkRo8eHCF13bq1En5+fnau3dv+WNut1tPPfWUsrOzT3rN45ta33333bJarfrd735X6Zjt27eXj32dKCsrS1LZRtoNISgoSLfddpsKCws1ffp0ud0Vf3JZUFCgoqKi8j\/n5OTowIEDFfZm8laG4ZZj78uURCazDuabG+A4xs5QU8lFbl36bZZ253IDBgBA3eKrdJR7\/vnntWXLFr300ktatmyZRo0apbCwMB06dEhLliyRYRh69913K6wsOXLkiO699149+uijGjlypHr16qWgoCClpKRo2bJlKioq0iWXXKIrr7zylNf+6aeflJSUpFGjRlW50fJx06ZN08aNGxUXF1d+O\/kz1aRJEw0ePFgbN25UQECARo0aVf7c8VGz7OxsjR8\/XsHBwRVee9ddd2nlypW69NJLNXXqVIWGhmrNmjU6cuSIRo8erTVr1lR5zT59+mjEiBFat26dQkNDyzfpPtFnn32mjz76SCNHjlS3bt3UtGlT7du3TytWrFDz5s01bdq0Wr3vmvjrX\/+qTZs2ae7cudq8ebMmTJig0NBQJSYm6vvvv9eSJUs0YMAASdI777yjl156SdOnT9fjjz\/eYBlryvA4Zd89Q+6stWZHafQ8jkSVnN9PEat2mx0FMBVjZzhTmaUeXbE0WwsvbaV+LYJP\/wIAAKqBFUUo17p1a61cuVLTp0+Xy+XSRx99pNdee01btmzRlClT9N1331UqfM4\/\/3y98847mjhxopKTkxUXF6c33nhDq1at0pAhQ\/T666\/r008\/rXID7BMd38T6xPGvqkydOlXh4eGaN2+eSktLa\/V+pV8LoQEDBlQowNq1a1c+\/vbbsTOp7M5kH3\/8sbp27arPP\/9c8+bN01lnnaWVK1eqU6dOp7zm8XJo8uTJatGi8j4t11xzjW688UZlZGRo3rx5evvtt3Xw4EHdcccd+umnn057\/roUFham+fPn67nnnlNERIQ++eQTffDBBzpw4IBuv\/12de7cucGy1AXD45B9598pibxI8Vkl8lj4pwiNG2NnqI0cu0dTlmVrbx4riwAAdcOSn5\/PbX6ABvTII4\/o3Xff1YIFC3T++eebHafRMDxO2X95Vu6cTWZHwW9EZvZWkyVV7+0FNAZTxr3MiiLUWuuwAH1zWSv1iWZlEQCgdvgxLtCAsrOzNWfOHPXq1avCnkioX4bHLfuuGZREXqqkQ7Y8oXxjg8aJsTPUlSxb2Rja\/nxWFgEAaoeiCGgAy5Yt0z\/\/+U9NmTJFRUVFeuyxx2SxWMyO1SgYhlv2PS\/Jnc24mbcynDkqmjTA7BiAKRg7Q106vmfRwQLKIgDAmaMoAhrA\/Pnz9cILLyg3N1dPP\/20rr76arMjNQqG4ZF9zytyZ\/5kdhScRmnzZLmjIsyOATQ47naGuna01KPLl2TrEGURAOAMsUcRAL9kGIYc+\/4j15FlZkdBNYU6+il6zhazYwANprRtFzXt84LZMeCn2kUEaNGlrdWjGTc5BgDUDCuKAPglx4GZlEQ+xh52SK6Y5mbHABoMY2eoT0dKPLp8aZbiC11mRwEA+BiKIgB+x37wbbnSFpkdAzXlsct6aXezUwAN5jXGzlDP0kvKxtBSiiiLAADVR1EEwK84Dn8gV8rXZsfAGXIE7JOzW1uzYwD1rrRtFy3ibmdoAGklbl21PEc5NrfZUQAAPoKiCIDfcCTMkjPpc7NjoDYMt6wXUhTB\/zF2hoZ0sMCla1bkqMjpMTsKAMAHUBQB8AvO5HlyJswyOwbqgNO9X\/Z+Xc2OAdQrxs7Q0LZlOzXt+1zZ3dzHBgBwahRFAHye88h3chx63+wYqDOGrCMizQ4B1BvGzmCWVUfs+sOqXHkMyiIAwMlRFAHwaa6czXLs+7ckvuj1J27nYZWed5bZMYB6wdgZzLQwyaY\/r803OwYAwItRFAHwWe7C\/bLv+odksEGnPyoaYMhjsZgdA6hzjJ3BbB8dKNE\/thSaHQMA4KUoigD4JE9Jmmw7npbcNrOjoJ54HCkqvbC\/2TGAOsXYGbzFyzutemtPkdkxTDFp0iRFR0c3yLVmz56t6OhozZ49u0GuVxuxsbGKjY2t0WtWr16t6OhozZgxo8LjDfl3DKDuURQB8DmGI0+27U9IzgKzo6CeFfcolCco0OwYQJ1h7Aze5PENBfr8cInZMerM\/fffr+joaHXr1k12u93sOF7j8ssvV3R0tEaM4PPP6dx7772Kjo7Wpk2bzI4CmIqiCIBPMdw22XY8LcOWYXYUNADDcVTFlw0wOwZQZxg7gzcxJN2\/Jk8\/pPn+6lyr1ar58+fLYrEoLy9PixcvNjuSV0hMTNSaNWtksVi0d+9ebd68+aTHLly4UAsXLqyT67711lvauHFjnZwLQMOjKALgMwzDLfuuGfJYD5odBQ2otM0RecLDzI4B1Fppm86MncHrOD3SrT\/mal++0+wotfL111+ruLhY9913nwICAhQXF2d2JK8wa9YsGYahBx54QJJO+ffSrVs3devWrU6u26lTJ511FjelAHwVRREAn+E48D+5czaYHQMNzHDmyzqpn9kxgFpb13Wk2RGAKhU6DF2\/IkfZNt+9OURcXJyCgoL00EMPacyYMVq1apWSk5Or\/fqCggL95z\/\/0cSJE9WnTx+1bt1affr00d13362EhIRKx9tsNr3++usaNWqUOnfurPbt2ys2Nla33Xabfvnll9NeLy0tTSNGjFCbNm20YMECSdKRI0f0wgsvaMKECerZs6diYmIUGxurv\/zlL8rKyqr+X8Yxbrdbn376qVq0aKGnnnpK3bt311dffaXi4uIqj69qj6IZM2YoOjpaq1ev1uzZszV27Fi1a9dOkyZNOuW1q9qj6MT9mlauXKmLL75Y7dq1U7du3XTPPfcoNze3ynPt2rVLd9xxh3r37q3WrVurf\/\/+euSRR6o8\/qefftI111yjPn36KCYmRr169dJll12mjz766JR5TyUpKUnR0dG69957FR8fr2nTpqlLly5q3769pkyZctKPd1ZWlp544gkNHTpUbdu2VdeuXTV+\/Hi9\/vrrZ5wFaCgURQB8giNxrlxpLCNvrGxRCXJHNzU7BlArjJ3BmyUVuTXt+1zZ3YbZUWps37592rRpk8aNG6eYmBjdcMMN8ng8NdpA+sCBA3rhhRcUHh6uyZMn695779WgQYM0b948jRs3rlLpdO+99+qpp56SJN100036wx\/+oPPOO0\/r1q3Ttm3bTnmt\/fv365JLLlFaWprmzZunKVOmSJLWrl2rmTNnqnXr1rr66qt11113qVu3bnr\/\/fd10UUXqaCgZnszfv\/990pPT9dVV12lkJAQXX\/99eUjejX1+uuv6+GHH1avXr109913a\/jw4TU+x3FLlizRDTfcoLZt2+rOO+9Ut27d9Nlnn+mmm26qdOy3336r8ePHa8mSJRo9erTuvfde9evXT++++64uuugi5efnlx+7bNkyTZkyRZs3b9a4ceP0wAMP6LLLLpPdbtfcuXPPOO9xycnJmjBhgvLy8nTzzTfrggsu0KpVq3T55ZcrMzOzwrEHDx7UmDFjyj+ed999t6699lqFh4frlVdeqXUWoL4FmR0AAE7HdfRHOeM\/MjsGzOQukXVSP0XP3mJ2EuCMMHYGX7Ah06EH1uTp3fNbmB2lRo6PU11\/\/fWSyjZvfvjhhzV79mxNnz5dAQGn\/9n4WWedpf3796t58+YVHv\/pp5905ZVX6uWXX9Zrr70mqWz10fz58zVo0CB9\/\/33Cgz89aYLbrdbVqv1pNfZtGmTrrvuOoWEhGjx4sUVVvCMHTtW+\/fvV5MmTSq8Zs6cObr33nv17rvv6uGHHz7teznut38v119\/vV588UXNmjVL06ZNq\/Z5JOnnn3\/Wd999p379ar\/Cd+nSpVq0aFF52eR2uzVlyhStWbNGmzZt0rBhwyRJubm5uueee9SyZUstXbpUnTt3Lj\/Hl19+qTvvvFPPP\/+8\/vWvf0n6dczum2++qbQy6mSrlWri559\/1t\/\/\/nf96U9\/Kn\/sH\/\/4h15++WXNnj1b\/\/d\/\/1f++F133aWMjAz997\/\/1a233lrhPGlpabXOAtQ3VhQB8GruwoOy731VZVtuojGzhxyUs30rs2MAZ4SxM\/iKL+JL9dL2QrNjVJvT6dTcuXMVFRVVPg7VpEkTTZo0Sampqfrxxx+rdZ5mzZpVKomksvKmT58+Fc5jsVhkGIbCwsIqlVCBgYEnvS388uXLNWXKFDVv3lzLli2rVGa0bt26UkkkSTfccIOioqKq\/V4kKTs7W0uXLlXPnj3Li5euXbtq+PDhWrdunQ4erNl+j7feemudlESSdM0111RYkRQYGKgbb7xRkrR169byx+fMmaPCwkI9\/fTTFUoiSbr66qs1cOBAffXVV5XOHx4eXumxFi1qX3526dJFf\/zjHys8dsstt1TKvWXLFm3btk0jR46sVBJJUocOHWqdBahvrCgC4LUMR57svzwjeRxmR4E38DhkvbinWnyUbXYSoMZeixwqecxOAVTPjG1W9YwK0tXdI8yOclrffvutsrOzdcsttygs7NcbH9x44436\/PPPFRcXp3HjxlXrXKtXr9abb76pLVu2KCcnRy6Xq\/y5kJCQ8t9HRUXp4osv1vLlyzV27FhdeeWVGj16tAYPHqzg4OAqz71gwQKtXLlS\/fr107x589S6desqj1u4cKE++ugj7dixQ\/n5+XK7f903KiOj+nd8nTNnjpxOZ\/lqouNuuOEGrVu3TrNmzdIzzzxT7fMNGTKk2seezqBBgyo9drw8OXG87vgd2rZs2VLlPlF2u105OTnKyclRy5YtdfXVV+ubb77RhAkTdO2112rs2LEaOXKkWrZsWSe5Y2NjKxWDVeXesqVs9XN1\/7sDvBFFEQCvZHicsv3ynAw7pQB+5TT2ydGrg0IOsmwbvoOxM\/ii+9fkqVOTQJ0bE2p2lFM6Pl51ww03VHj8\/PPPV\/v27fXtt98qLy+vytVCJ5o\/f75uv\/12NWnSROPGjVPnzp0VHh4ui8WiTz\/9VCkpKRWO\/+ijj\/Tqq6\/qiy++0HPPPSeprEC66aab9PTTTysiomLJtnHjRrlcLo0YMeKkJdHrr7+up556Sq1atdK4cePUvn378vLrzTfflN1ur9Hfi8ViqVQUXXnllZo+fbo+++wzPfXUUwoKqt63gyfLfCaaNq285+Dx8b0Ti7G8vDxJ0rvvvnvK8xUXF6tly5a68sorNXv2bM2cOVMffPCB3n33XVksFo0ZM0b\/+Mc\/NGDAgDrPffzv78TchYVlK\/LatePzPnwXRREAr+TYP1Oegj1mx4DX8cg6tqVaUhTBhzB2Bl9kc0vTvs\/Vd5Nbq0tT7\/yWITU1VStXrpSkU96Fa+7cubrnnntOea4XX3xRYWFh+vHHH9WjR48Kz1U13hQREaEnn3xSTz75pBITE7V69Wp9+OGHeuutt2Sz2fSf\/\/ynwvFPP\/20lixZorfeektBQUH6xz\/+UeF5l8ulf\/3rX2rbtq1Wr15doZgxDKN8f6Tq2LBhgw4cOCBJJy1HbDabli9frokTJ1brnBaLpdrXryvHi5m1a9fq7LPPrtZrJk2apEmTJslqtWrDhg365ptvFBcXp2uuuUYbN2486VhgXWrWrJmksrvYAb7KOz\/rA2jUnKkL5Tqy1OwY8FIu1wHZzumhsG2HzY4CVAtjZ\/BVWTaPbvguR8snt1bTYO\/b2vTTTz+Vx+PRiBEj1LNnz0rPu1wuzZkzR3FxcactihISEtSnT59KJVFGRoYSExNP+dquXbuqa9euuuaaa9SrVy8tWbKkUlEUGhqqWbNm6Xe\/+53eeOMNGYah559\/vvz5nJwcFRYW6vzzz6+0emfbtm0qLS09ZYYTHV9lddFFF6lt27aVni8oKNDChQsVFxdX7aLIDEOHDtU333yjTZs2VbsoOq5p06aaMGGCJkyYILfbrVmzZmnLli0aP358PaX91fExvZUrV9Zo83HAm1AUAfAq7rydchx82+wY8HJFQ0MUduq7DwNegbEz+Lq9+S7dtzpPcePqZp+XumIYhmbPni2LxaI333xTXbt2rfK4w4cPa+PGjdq2bZvOOeeck56vU6dOSkhIUGZmpmJiYiSVrbr585\/\/LKfTWeHY7OxsZWZmViov8vPzZbfbT7pxcmhoqOLi4nTLLbdo5syZ8ng8mjFjhqSy0a7w8HDt2LFDJSUl5aNr+fn5evTRR6v1dyJJRUVFmj9\/viIjI\/Xhhx9WuTm2x+NRbGysVqxYoaNHj6pNmzbVPn9DmjZtml5++WU999xzOvfcc9W3b98Kz5eUlGj37t3lm3X\/\/PPPGj58eIW70ElSVlaWpLK\/\/4YwePBgDR48WGvXrtXHH39caUPr9PR0tW\/fvvzPKSkpKi0tVceOHSuNLAJmoSgC4DU8pUdl2\/W8ZLhPfzAaNbcjQSWjz1bEGsYT4d0YO4M\/+CbJpv\/+YtVDsZX3aDHLTz\/9pKSkJI0aNeqkJZFUVjZs3LhRcXFxpyyK7rrrLj366KMaO3asrrjiCrndbv3www8yDEP9+\/fXrl27yo9NT0\/X2LFj1b9\/f\/Xr10\/t27dXbm6uvv32WzmdTj344IMnvU5ISIji4uJ066236s0335RhGHrxxRcVEBCgO++8U2+88YZGjx6tSy+9VFarVd999506depU7f1uvvrqKxUVFenGG2+ssiSSpICAAN1www165ZVXNGfOnAq3e\/cmrVq10nvvvafbbrtNo0eP1oQJE9SrVy\/Z7XYlJydr7dq1Ovfcc\/Xll19KkqZPn66MjAwNHz5cnTt3lsVi0fr167VlyxYNGzZMI0aMaLDs7777riZPnqyHHnpIn332mc4991zZbDbt27dPO3furLA59z333KOff\/5Z33zzjcaMGdNgGYFT8b41pAAaJcNtk\/2XZyVnwekPBiQV97XLY+GfMXi31yKHmh0BqBPPbinUqvTqb6Zc346PV910002nPG7q1KkKDw\/XvHnzTjm+9Yc\/\/EH\/\/ve\/1bx5c33yySdatGiRRo0apRUrVpTvOXNc586d9dhjjykqKkqrVq3SzJkztXz5cg0cOFDz5s3TH\/7wh1NmCgkJ0SeffKJJkybprbfe0vTp0yVJf\/vb3\/TUU0\/JYrHo\/fff1w8\/\/KCrr75aX331VbU3nZ41a5ak0\/+9HH\/++PHe6pJLLtFPP\/2km266SXv27NE777yjL774QikpKbrpppv0xBNPlB\/75z\/\/WWPGjNHu3bv10UcfKS4uTna7Xc8884y+\/vrrSiuN6lOPHj20atUq3XPPPTpy5IjefPNNff755youLmYcDT7Bkp+fb5gdAgBsu16QO\/Mns2PAx0Rm9FaTZTvMjuFVZqfkak1Osbbml+gXq00Oj6H3z+mkWztXHhv5NCVXX6YX6JfCUmXaXTIkdYkI0YTWTfWXnq3VITykwvE2t0dP7D2iL9PyVeL2aGyrJvpPbAd1\/M1xkvTEnnR9lJyrXeP6qHlI41zAXNqms5r2nWF2DKDOtAoL0KorYtQhsuG+4QYANDx+FAvAdI7EzyiJcEZKOuXIExJsdgyv8vTeI3o3KUdJpQ61Cz11QTM3LV\/7imw6r0Wk\/tC1pf7QtaXahAbp9fgsDfxhv3YXVvzp+6O70\/Xa4SyNbBmpGzo21\/JMq6ZuSJDbqPgzp50FpXrlUKb+E9uh0ZZEkrSesTP4mWybR7f+kCOHm58zA4A\/a7xfvQHwCq6cTXLGf2J2DPgow5mtoomxipq\/1ewoXuPtQZ3Vq0moukSE6KUDR\/XE3pPfnnfusK4KC6z8M6MPknJ01\/YUPbs\/Q3OHdZMkeQxDHyTl6I4uLfT2oM6SpHObR+i2rcnalFei4S0iJUluw9Bd21N0aZsoXduheT28Q9\/xWuQQ7nYGv7M5y6npG\/L175GN+\/\/fAODPWFEEwDQee7bse14W30mhNkpbpsrdJNzsGF5jQkxTdYmoPApWlapKIkm6pn20JOlwsaP8sWyHSzaPocHNfr0jy5Dost+nlP563GuHs7S\/yKY3BnSsaXS\/Utqms77xtD\/9gYAP+nB\/iWYfLDY7BgCgnlAUATCFYbhl3\/0Sm1ej9lyFsk46+\/THodq+PVooSerXNKz8sVYhQQoLsGh7wa\/jaNvySyRJnY7tUZRYYtff92Xo+b7tqty3qDFh7Az+7i\/r8rUjx3H6AwEAPofRMwCmcCbMlif\/F7NjwE\/YIw7L1SpaQdn5ZkfxSV+k5WmP1aYSt6E9VpuWZxaqW0SI\/t6nbfkxARaLbu\/cUm8lZsvqcqtlSJA+Ts7VOc3CNax52cqie7enakCzcN3brZVZb8VrMHYGf2dzS79bmasfr4hR81B+9gwA\/oSiCECDc+dulzPxM7NjwJ94bLJe1k\/N47aYncQnfZGWr6+O\/Lq6b2h0uGYP7apukaEVjvtn\/\/YKDpDmpReo1O3RhJim+k9sBwVaLIpLztWqnCJtPr+3it0e\/XFnqr5MLzvn1e2b6fUBHRUZ1DjulMTYGRqLpCK37v4pV3MntJTFYjE7DgCgjlAUAWhQhiNf9j0viR+1o645AvfL2TlGwcmZZkfxOZ+fW7Zhdb7TpW35pXpq7xGd++N+fXFuN41r3bT8uPDAAL0a21GvxlbcfyjL7tLDu9M0vVeMzo4K073bU7Qwo1BvDeoki6QHdqYqIjBdbwzs1JBvyzSMnaExWZ5q18zdRXqgf9PTHwwA8AmsEwXQYAzDkG33P2U48syOAn9kuGQd38HsFD4tOjhIF7Zuqm9H9FB4YIBu35osp+f0t8H+v19S1SY0WI+f1UZWp1sfJufoLz1jdGPH5rqhY3P9uUdrvZ+UqyKXuwHehfleixxidgSgQT27pVDbs9mvCAD8BUURgAbjTJorTx63MUf9cXr2yd63s9kxfF5UcKDOax6pNJtTh4rtpzz226OF+jwtX28N6qSQgADFlzjkMqSBzX69E92g6Ag5DaPCXdT8FWNnaIwcHumOH3NldbJaGAD8AUURgAbhzt8tZ0Kc2THg9wwVjWpmdgi\/kG5zSpKCT7HvSJHLrQd2pOiebq00skVkheccbk+l3zeGHUwYO0NjFW916y\/r8s2OAQCoAxRFAOqd4bTKvvtFyWgcYycwl8t5ULZhvcyO4fWsTrf2W21VPvdhUo425ZeoV2SoejYJrfIYSXpyzxF5DOn5vu3KH+sRGaJgi0VLMgvLH1uSWaiQAIt6RIbU3RvwUq8zdoZG7PPDpfrsUInZMQAAtcRm1gDqnX3vyzLsWWbHQCNiHWRR2CazU5jj\/aQc\/ZxTJEnaVWg79liuVmWXPTaqZRPd2aWlcpwu9V+5T0OiI9SnSajahwcr3+nW5rwSbS0oVVRQgD4YfPIxvvW5xfpfQra+PK+bmgb\/ejezJkGBuqNLC72dmKMSd9n+RnNS83R\/t1Z+f9ez0jadtZCxMzRyj6zP1\/A2IeralG8zAMBX8RkcQL1ypsyXO3uD2THQyHgcySq+oL8if9xldpQG93NOkT5Jqbhh\/NrcYq3NLS7\/851dWqp1SJCe6N1Gq7KL9F2WVTkOt0ICLOoaEaKHerTW\/\/VorY7hVa8AcnoM3bM9RVe3j9blbSuP+v2zX3s5PIa+TM+XJN3RuYVe7Of\/BQpjZ4BkdRq6a1WelkxspcCAxjBwCgD+x5Kfn3\/625kAwBnwFKeodNMDkufUm+EC9cES0latPkhWgJvNVdEwrhr3L1YUAcdMH9RUj58TZXYMAMAZYI8iAPXCMNyy732FkgimMRwZKrlkgNkx0EgwdgZU9PIOqzZm8jUAAPgiiiIA9cKZ\/KU8hfvMjoFGrqR9pjyh\/r+BMszH2BlQkduQ\/rAqT0VOVnUCgK+hKAJQ5zxFiXImxJkdA5DhzFXR5FizY6AR4G5nQGVJRW49s7nw9AcCALwKRRGAOmV43LLvfVnyOM2OAkiSSpslyt0s0uwY8GOMnQEn996+Yq3JYAQNAHwJRRGAOuVM+kwe6yGzYwC\/chfLOqmP2Sngxxg7A07OkPTAmjyVuBhBAwBfQVEEoM64rYfkTJxjdgygEnvoQTnbtjA7BvwUY2fAqSVaGUEDAF9CUQSgThgep+x7XpYMl9lRgMo8DhVd0tXsFPBDjJ0B1fPO3mKtZQQNAHwCRRGAOuFMmC2jONHsGMBJOSz75ejezuwY8DOMnQHVc3wErdRlmB0FAHAaFEUAas1duF\/O5M\/NjgGcmuGW9cIYs1PAzzB2BlRfvNWt57YWmB0DAHAaFEUAasVwO2Tf84pksEklvJ\/LtV+22G5mx4CfsLXpxNgZUENv7SnWhqOMoAGAN6MoAlArzqQ5MkqSzY4BVFvR8HCzI8BPrGPsDKgxjyHdvyZfNkbQAMBrURQBOGOe4hQ5k+aZHQOoEbcjXiUj+pgdA37g9cihZkcAfNKhQpde2MZd0ADAW1EUAThj9gMzJcNpdgygxor7u+SxWMyOAR\/G2BlQO\/\/bXaTduXwNAQDeiKIIwBlxZfwgT952s2MAZ8TjSFXJ+FizY8CHMXYG1I7LkB5eny\/DYAQNALwNRRGAGjNcxXIcesfsGECtlHTLlycoyOwY8FGMnQG1t+6oQ3MOlZgdAwDwGxRFAGrMcfgjGY48s2MAtWI4MlU0cYDZMeCDGDsD6s7fNhcq386dUwHAm1AUAagRd+EBudIWmx0DqBO21mnyRISZHQM+hrEzoO5k2Tx6bisbWwOAN6EoAlBthuGRY\/\/rkvjJH\/yD4SqQdXI\/s2PAxzB2BtStD\/cXa1u2w+wYAIBjKIoAVJsrbZE81oNmxwDqlK1JvNwto8yOAR\/B2BlQ9zyG9Od1+fKwsTUAeAWKIgDV4rHnyhH\/sdkxgLrnLpX1sl5mp4CPWM\/YGVAvtmU79eH+YrNjAABEUQSgmhyH3pVcfAEH\/2QPOiBnp9Zmx4APeD2CsTOgvjy3pVDZNrfZMQCg0aMoAnBa7tztch\/9wewYQP0xnLJO6Gh2Cng5W5tOWmAwdgbUl3yHoac2sbE1AJiNogjAKRmGR45Db5sdA6h3Ts9+2Xt3MjsGvBhjZ0D9++xQiTZnsbE1AJiJogjAKbmOfCdPUYLZMYAG4FHRmGizQ8CLMXYG1D9D0pMbC8yOAQCNGkURgJMy3DY5Ez4xOwbQYFzOg7IN6Wl2DHghxs6AhrM+06EFiaVmxwCARouiCMBJOZO\/lGHPNjsG0KCsg4PMjgAvxNgZ0LCe2Vwgp8cwOwYANEoURQCqZDjy5EyeZ3YMoMF5HIkqOb+f2THgZRg7AxpWvNWt9\/Zyt1UAMANFEYAqOeLjJDfLvtE4FZ9VIo+FfyJRhrEzwBz\/2mFVvt1jdgwAaHT4KhhAJZ7iZLmOLDU7BmAaj+OISi6NNTsGvARjZ4A5cu0evbLTanYMAGh0KIoAVOI49J5k8BM8NG4lHbLlCQ02Owa8AGNngHne2VukRKvL7BgA0KhQFAGowJ23Q+6cjWbHAExnOHNUNGmA2TFgMsbOAHPZ3dKzWwrNjgEAjQpFEYByhmHIcehds2MAXqO0ebLcURFmx4CJGDsDzPdVQqk2ZznMjgEAjQZFEYByrozv5bEeMjsG4D1cVlkn9TU7BUz0eiRjZ4A3eGpTgdkRAKDRoCgCIEky3A454z8xOwbgdexhh+SKaW52DJjA1qaTFngYOwO8wbqjDq1ItZkdAwAaBYoiAJIkV\/q3MuyZZscAvI\/HLuul3c1OARMwdgZ4lxnb2KsIABoCRREAGR6HnElfmB0D8FqOgH1ydmtrdgw0MMbOAO+yNduppSmlZscAAL9HUQRArrQlMhw5ZscAvJfhlvVCiqLGhLEzwDu9uM1qdgQA8HsURUAjZ3gcciazmgg4Had7v+z9upodAw2EsTPAO23PcerbZFYVAUB9oigCGjlX+lIZ9myzYwA+wJB1RKTZIdBAGDsDvNeMbVYZhmF2DADwWxRFQCNWtjfR52bHAHyG23lYpeedZXYM1DPGzgDv9kuuU4uSuQMaANQXiiKgEXOlL2M1EVBDRQMMeSwWs2OgHjF2Bni\/F7cVsqoIAOoJRRHQSBkeJ6uJgDPgcaSo9ML+ZsdAPWLsDPB+u\/NcWpjEqiIAqA8URUAjVbaaKMvsGIBPKu5RKE9QoNkxUA9sMYydAb7iJVYVAUC9oCgCGqGy1URzzY4B+CzDcVTFlw0wOwbqwfpuI8yOAKCa9uS7ND+RO6ABQF2jKAIaIdeR5awmAmqptM0RecLDzI6BOvZ65DCzIwCogX\/vLDI7AgD4HYoioJExPC45E1lNBNSW4cyXdVI\/s2OgDjF2BvienblOrUpnryIAqEsURUAj48pYKcOeaXYMwC\/YohLkjm5qdgzUEcbOAN\/02i5WFQFAXQoyOwCAhuVM+crsCGhAX67K0oY9Vv0SX6x9SSVyuAy9+kB3XT8uptKxuxKK9c3POfolvli\/xBcrt9ClEf2aat5zVa+asTk8enF2shatzVWp3aMR\/Zrq2Tu7qn2r0ErHzpiVrLkrs\/TjawMV3cSP\/ulxl8g6qZ+iZ28xOwnqwOuRwySP2SkA1NT3aXbtynWqf4tgs6MAgF9gRRHQiLhzt8ooTjQ7BhrQPz9N0ewVmUrNsium+am\/gF62IVdvfJWudbsKFRN9+i+2n\/s4Se8tytCwPk115ZiW+nF7gW6fsV9ud8U70OxJLNZbC47o2Tu7+ldJdIw95KCc7VuZHQO1xNgZ4Nte32U1OwIA+A3\/+4odwEk5k1lN1Nj8674e6t4uTB1jQvXGV2maMSvlpMdOHtlSFw9roT5dwpVndemcO7ee9FiPx9Bn32fqxvEx+td93SVJ5\/RqoodeO6zth4o0pHfZOJbbbeiR\/8XrwnOidcWolnX75ryFxyHrxT3V4qNss5OgFhg7A3zbVwmlenqIWx0iA82OAgA+jxVFQCPhKU6SO5fxmMZm7MBm6hhTeRSsKr07Ryi2R6SCg07\/T0NuoUs2h6HYHpHljw3s2USSlJbtKH\/svcUZOpRm0wt3da1ZcB\/jNPbJ0auD2TFQC9ztDPBtTo\/0v93sVQQAdYGiCGgknCnzJRmnOwyolhZRQQoLsWhXfHH5Y78cLvt9h1YhkqSUTJte\/ixFj9\/cqcp9i\/yLR9axfrpiqhFg7AzwD58cKFaBg43GAKC2GD0DGgHDUSBXxvdmx4AfCQiw6PpxMfpk2VEV29xq3iRIn\/+Qpf7dIjTo2Mqi6W8l6OwuEbr10jYmp20YLtcB2c7pobBth82Oghpi7AzwD1anoQ\/3FetPA7gbJQDUBkUR0Ag40xZJHsfpDwRq4Klbuygo0KLF63Jkc3g0dmAzPXtnVwUGWvTFD1lat6tQy16JVYnNoyfeS9DidbmSpEkjWuiFP3RTRJj\/7SNRNDREYdvMToGa4m5ngP94a0+R7uvXRCGBFrOjAIDPoigC\/JzhcciVtsjsGPBD4aEBevbOrnr2zq4VHs8pcOqZj5L0wFXtdVanCD36ZryWb8zTP+\/pLotF+us7CQoPCdSMu7uZE7weuR0JKhl9tiLW7DE7CqqJsTPAv2SUevR5fIlu7hV5+oMBAFVijyLAz7kyfpThyDM7BhqRpz9IVOvoYD14dQcVlbo1d2WW7pnSXlPHttKVY1rp7intNef7TBWXus2OWi+K+9rlsfDPq6\/YwNgZ4Hfe2VN8+oMAACfFV7KAn3OmfGV2BDQi32\/J08Kfc\/TPe7srJDhASRk2udyG+nWLKD+mf7cIOV2GEjNsJiatPx5HmkoujjU7BqrptcihZkcAUMd25jq1OYuRewA4UxRFgB9z526VUZxodgw0EsWlbj3+doJ+d0kbDetTcSNRh9Oo9HuLH28fUdIpR56QYLNj4DTKxs46mB0DQD14fx+rigDgTFEUAX7MmfK12RHQiLw4O0UeQ3r85s7lj3VtG6bgIItWbs0vf2zl1nyFBFnUtW2YCSkbhuHMVtFEVhV5O8bOAP\/1dUKJ8uzsUg8AZ4LNrAE\/5SnNkDtns9kxYLJPV2Rq475CSdK+pFJJ0pzvsrRud9lj5\/aJ0k0XxUiSDqWW6o2v0yRJtmNfXB9Ks+lPrx8qP99\/HuxZ5XW27Lfqo6UZen96bzUJ\/\/VuZpHhgbphfGvFLctUqb1sT6KvV+fo9sva+OVdz05U2jJVkU3CFVhUanYUnMRrkUO52xngp2xuadbBYj3Yv+npDwYAVEBRBPgpV\/oSScZpj4N\/27ivUF\/8kF3hsU37rNq0z1r+5+NFUWa+o9KxWfnOCo9VVRQ5XR49+ma8Jg1voYuHNa\/0\/NO3dpHTZWjxulxJ0o3jW+uJ33U58zflK1yFsk7qp+i5W8xOgiowdgb4vw\/3FeuBfk1k8edZZwCoB5b8\/Hy+kwT8jOFxqXTtLdztDDBbQJhafiMFZeebnQS\/seq86zQ+fIrZMQDUs68vbqkLO\/jvqDMA1AdWFAF+yJ29npII8AYem6yX9VPzOFYVeRvGzkyQf1TasUzas1rKjJes2VJEM6nbOdK4O6UuAyq\/xlYkLZ0p7VwhFWZLUa2lQZdIl9wrhUZWPLakQFrwz7LzWyT1HStNeaTsGr8V94iUfkB6eJ4UyMbz\/uz9fcUURQBQQxRFgB9ypX9rdgQAxzgC98vZOUbByZlmR8ExjJ2ZZPVsaeX7UqtOUu9RUpPmUlaStGul9MtK6ZZ\/Sudc9uvx9hLpjVultH1S75HSOROltL3SDx9KhzdJD3wiBYf+evzsx6X9P0tDp0gypE0LpeI86fczK+bY85O0ban0x1mURI3AkhSb0ovdah\/p3\/viAUBdoigC\/IynNEPu3G1mxwBwnOGSdXwHtfiQoshbcLczk3SJle7\/SOo5rOLjh7dIb94hzXtWih0vBYWUPb7yg7KSaNyd0uV\/\/vX4b14tK5xWfSJN+EPZYwVZ0p5V0sQ\/ShfdXfZYi\/bSkjekwqyylUiSZC8uu87oG6WuA+v17cI7uA3powPF+us5UWZHAQCfEWB2AAB1a2v8Ru0OHCynQk9\/MIAG4fTsk71vZ7Nj4JjXI4eaHaFxGnBR5ZJIknoMkXqeK5UUlo2DSZJhSBu+lEIjpIvvqXj8xfeUPb7+y18fyz9S9mvHs399rFP\/sl\/zjvz62OL\/lp170kO1fz\/wGXEHiuXysC0rAFQXRRHgRzwej37YvVLfJKTqjSNttcI9QkeDupsdC4AMFY2qYp8UNDhbTCfNZ+zM+xwfAQs8Nh6UlSQVZJbtXxQaUfHY0Iiyx3NSfi2BotuV\/Zq279fjUveU\/dr82HOJO6Q1c6Rrnq68vxH82pESj5an2syOAQA+g9EzwI8cSv9FhSVlm1jbnTZtSYvXFkltowdqUPMQ9fHsVZhRZG5IoJFyOQ\/KNqyXwjYdNDtKo8bYmRfKS5cOrCsbD2t3VtljWUllv7bqUvVrWnWR9LOUnVRWBDVrXbZ59dI3ygokQ9LmBVK\/C8rO63ZKn\/+tbCPsfuc3wJuCt\/nsUIkmdg43OwYA+ASKIsCPbDn4U5WPZ+RnaGm+9H1gtPq2idWAsBx1dB1o2HAAZB1kUdgms1M0bq9ztzPv4naWbULtckiT\/ywFHFtRZLOW\/RrepOrXhR17vPSEH35MmyHNf0na9YMkizRksjTl0bLnvnu3bIXSve+X3W3t82ekfWuk4DDpvKnS5X\/59drwS8tSbcq3exQdykAFAJwORRHgJ4pthdqfcupNrJ1up3amx2unpFZN+2lgy6Y629inSCO\/QTICjZ3HkaziC\/or8sddZkdplBg78zIej\/TpE9LhzdLwa6RhV9TufJHRZWXRbx09XFYUXfu01LSl9NYfpMwE6dZXyjbBnv+i1KSlNP7O2l0fXs3ulr5KKNUdfRg7BIDToVIH\/MSOw2vl9rirfXy2NVvfJybofykRWmA\/T4lB\/WQYfEoA6ltxryJ5Avn\/mhkYO\/MiHo\/02ZPS1sXSkMula\/9W8fmwpmW\/lp5kXNp27PGTrTg6zjCkuX+Tug+Rzp0qHY2X9q+VJv1J6j9OGnW9NPTysjuowe\/NPVxidgQA8Al8pQr4iW2Hfz6j17k9bu09mqjP4rP1Vk4vrdVwFQbE1HE6AMcZjgyVXDLA7BiNEnc78xIejzTnCWnTAmnwROmm56WA33xJ2vrY3kTZSVWfI\/s0exgd9\/NnZRtcHy+iMhPLfu3Q59djOvQtG0crtdbobcD3bMh0KKHQZXYMAPB6FEWAH8jKT1dGbnKtz1NQkq+fkhP0ZlKA5pUO08GggXIzoQrUuZL2mfKEhpgdo1Fh7MxLHC+JNi+UzrlMmvZi1XsDte4iNYuRErZJ9t+sArGXlD3eouOvdzSrSv5RafF\/pEvvl1p1qvicy3nC7x1lv1osZ\/SW4FvmsKoIAE6LogjwAzsT1tfp+QzD0KGsZH0Zn6H\/ZXbRKmOEcgP5BguoK4YzV0WTY82O0agwduYFjo+bbV4oDbzk5CWRVFbanHd1WSm0\/K2Kzy1\/q+zxEdec+npfPie16iyd\/7tfH2vTrezXvSfc\/GHv6rJSKuw0Y2zwC3MPlcgwDLNjAIBXY6kA4Ad+SdhQb+cuthVpXUqR1knq3HKIBjUz1Mu1W8Gy19s1gcagtFmiIptFKrCg2OwojQJ3O\/MCy98sGzcLjZBiukgr3q58TOy4slEwSRp3h7RrpbTyfSltr9TxbCl1T9keQ537S2NvOfm1ti2V9qyW\/u+zimVUTDepz2hp6f+k3HSpMEs6sE664pG6fa\/wWklFbq076tDItqFmRwEAr0VRBPi49JxE5RRmNMi1knNSlZwjhYW0U\/+YdhoYckStXYkNcm3A77iLZZ3UT9GfbjE7id9j7MxL5KaV\/WovkVa8U\/UxLdr\/WhSFRkgPfCwtnSntXCEd2ihFtZYuuE265D4pJKzqc5QUSF+\/IF3wO6lj38rP3\/SCNO\/Zso20g0PLCqkTVx3B7312uISiCABOwZKfn8\/aS8CHLd30mX7evcS067eLbqtBzUPUx7NboQZz\/0CNBISoxZIgBWfkmp3Er6067zqND59idgwAXiIqxKID17dTWBD7UgFAVdijCPBhhmFoV2L9jZ1Vx5H8DC1JSNYbqS21xDVCaUG9TM0D+BSPQ0WXdDU7hd\/jbmcATlToMLQs1WZ2DADwWhRFgA9LyjyggmLvWIngdDu0Iz1ecfGFej+vvzYHnKeSgGZmxwK8nsOyX47up7hzE2rFFtORsTMAlSxILDU7AgB4LYoiwIfV5ybWtZFlzdJ3iYmamdxECx3DlRh0tgyD5d1AlQy3rBfGmJ3Cb23oOtLsCAC80PIUm2wuduAAgKpQFAE+yu1xa3fiRrNjnJLb49KejAR9Fp+jt3N7a51luKwBrcyOBXgdl2u\/bLHdzI7hl15vwtgZgMqKXIZWpjN+BgBVoSgCfFT8kT0qtlnNjlFt+cV5WpWUoDeTgvWlbZgOBg2QR4GnfyHQSBQNDzc7gt9h7AzAqXyTRFEEAFUJMjsAgDPzS8J6syOcEY\/h0cHMZB3MlJqEddOA1q0VG5So5u4jZkcDTOV2xKtkZB9FrN1ndhS\/wdgZgFNZklwqpydawQGMxwPAiVhRBPggj8ej\/SnbzY5Ra0U2q9amxOudBENziodob9BguRRidizANMX9XPJY+IalrjB2BuBU8h2GVh+xmx0DALwORRHgg5KzDqrEXmR2jDpjyFBSTqoWxKdpZkYHfe8ZoeygLmbHAhqcx5GqkgmxZsfwC4ydAaiOb5K4+xkA\/BZFEeCD9iVvMztCvSl1lGhTarzei7fpE+sg7QwcJrslwuxYQIMp6ZovTxCT4bXF2BmA6licbJPH4O5nAHAiiiLAB+1L8d+i6ETpeUf0bUKyZqa10lL3CKUH9TQ7ElDvDEemiiayqqi2GDsDUB2ZpR6tO+owOwYAeBWKIsDHZBdkKKcww+wYDcrhsmt7Wrw+ibfqg\/xYbQk8T6UBUWbHAuqNrXW6PBFhZsfwWYydAagJxs8AoCKKIsDH7EvZanYEU2UWZmpFQqJmJjfVN87hSgrqK8Ng81\/4F8NVIOvkfmbH8FkbuzF2BqD6FiXZZDB+BgDl2AQB8DH+cLezuuDyuLT7SIJ2S2oe2UcDWzVTf8tBNfHkmB0NqBO2JvFq0jJKgTmFZkfxOa9HDpE8ZqcA4CtSi93amevUwJbceRUAJFYUAT6lxF6k5MyDZsfwOnnFufoxKUH\/SwrRV\/ZzdTgoVh4+vcHXuUtlvayX2Sl8ji2mo772dDQ7BgAf832a3ewIAOA1+E4K8CEHUnfIY\/Bj8pPxGB4dOJqkL+Iz9WZWD63WCOUHtDU7FnDG7EEH5OzU2uwYPoWxMwBn4rtUm9kRAMBrUBQBPqSx3O2sLlhLC\/VzcrzeTpTmlgzVvsBz5LIEmx0LqBnDKesEVsfUxOuRQ8yOAMAHbcpyqNDBD+MAQKIoAnyGy+3SobRdZsfwOYYMJWSnaH5CumYe6agfjJHKDupkdiyg2pye\/bL35r\/Z6mDsDMCZcnqkVUcYPwMAiaII8BlJR\/fL7uT2rbVR6ijRhpTDei\/eoTjrOfolcKgcFm5BDm\/nUdGYaLND+ATGzgDUxso0xs8AQOKuZ4DPOJy+2+wIfiUtL11pedJ3wW10dkx7DQzNVFvXYbNjAVVyOQ\/KNqSnwrYcMjuKV+NuZwBqgw2tAaAMK4oAHxF\/ZI\/ZEfyS3WnTtrR4fRRfpA8LBmhr4LmyWZqYHQuoxDqYn+2cCmNnAGorucitA\/lOs2MAgOkoigAfUGovVnpuotkx\/N7RgqNanpCkN1Kjtdg5QslBfWQYFrNjAZIkjyNRJef3MzuG12LsDEBd+I5VRQBAUQT4goSMfTIMw+wYjYbL7dQvR+L1aXye3s3rqw0Bw1Uc0NzsWICKzyqRx8I\/3VXhbmcA6sL37FMEABRFgC9g7Mw8uUU5+iExQTOTwvW1\/TzFB\/WXh0+dMInHcUQll8aaHcPrMHYGoK6szXDI5uKHcwAaNzY8AHwARZH5PIZb+48mar+kqPCeGtC6pWID49XMfdTsaGhkSjpkKyI0WAF29tE4jrEzAHWl1G3o56N2je\/AXVEBNF78WBzwctaSfGUVpJsdAycoLC3QmuR4vZVg0eclQ7U\/aJDcCjY7FhoJw5mjokkDzI7hVd6IHGp2BAB+ZM0R9ikC0Lixogjwcqwm8l6GDMVnpyg+W4oI7aTYmDYaEJSilu5Us6PBz5U2T1ZkVIQCC0vMjmI6W0xHfeXpYHYMAH5k7VGH2REAwFSsKAK8HEWRbyixF2tDSrzeTXBqdtFg7QocIqdCzY4Ff+Wyyjqpr9kpvAJjZwDq2rZs9ikC0LhRFAFe7jBFkc9JyU3TooRUvXGkrVa4R+hoUHezI8EP2cMOyRXD3fgYOwNQ1xweaXM2q4oANF4URYAXyy08qoLiHLNj4AzZnTZtSYvXh\/HF+qhgoLYHniubpYnZseAvPHZZL23cJSRjZwDqy7oM9ikC0HixRxHgxeIz9podAXUkoyBDSwuk7wOj1SemvwaE56mTa7\/ZseDjHAH75OzWVsEJGWZHMQVjZwDqyzr2KQLQiFEUAV4sJfOQ2RFQx5xup345kqBfJLVs2k+DWjbR2cZ+RRr5ZkeDLzLcsl7YVi0aaVH0RuRQyWN2CgD+aFOWQ26PocAAi9lRAKDBMXoGeLGUrMNmR0A9yrFm6\/vERP0vJUIL7OcpIaifDINPy6gZp3u\/7P26mh2jwTF2BqA+WZ2Gfsl1mh0DAEzBiiLAS5Xai5VdcMTsGGgAbo9be48maq+kZhG9NKB1C8VaDivKk2l2NPgEQ9YRkQrdbXaOhsXYGYD69vNRhwa1CjE7BgA0OH50DXip1Ox4GeLWrI1NQUm+VifF682kAH1ROkwHggbKTaeP03A7D6v0vLPMjtGguNsZgPrGhtYAGiu++wC8VEoW+xM1ZoZh6HBWsg5nSZFhXTSgdYxig5LVwp1mdjR4qaIBhkI3WhRg+H\/BbG\/dgbEzAPVufSYbWgNonFhRBHipVPYnwjHFtiKtS4nXOwkufVo8WHuChsipULNjwct4HCkqvbC\/2TEaxAbGzgA0gGybRwfy2acIQOPDiiLACxmGodTseLNjwAsl56QpOUcKC26n\/m3aaUDwEcW4E82OBS9R3KNQ4T8FKsDlNjtKvXqjyTDudgagQWzNduqs6GCzYwBAg2JFEeCFsgszVGovNjsGvJjNWarNqfH6IKFUHxcO1I7AYbJbIsyOBZMZjqMqvmyA2THqFWNnABrSjhzGzwA0PqwoArwQY2eoiSP5GTqSL30X2FJntxmoAWHZ6uA6aHYsmKS0zRFFhocpoNRmdpR6wdgZgIa0PYfRMwCNDyuKAC\/ERtY4E063QzvS4xUXX6j38vprc8B5KgloZnYsNDDDmS\/rpH5mx6g3bzQZZnYEAI3ILzlOGY3gJgEAcCKKIsALpbCiCLWUbc3Sd4mJmpncRAsd5ykp6GwZhsXsWGggtqgEuaObmh2jzjF2BqChFbkMHSp0mR0DABoURRHgZZwuhzLzUs2OAT\/h9ri0JyNRc+Jz9HZub62zDJc1oJXZsVDf3CWyTjrL7BR1jrEzAGbYns34GYDGhaII8DJH81PlMbidD+pefnGeViUl6H9JQfrSdq4OBg2QR4Fmx0I9sYcclLO9f5WCjJ0BMAP7FAFobNjMGvAyR3NTzI4AP2cYhg5mJulgptQkrJtiY1prQGCSmrvTzY6GuuRxyHpxT7X4KNvsJHWCsTMAZtnOnc8ANDIURYCXOcrYGRpQkc2qdclWrZPUpeUQDYzy6Cz3bgWJL4r9gdPYJ0evDgo5mGZ2lFpj7AyAWY5vaG2xsNcfgMaBogjwMhl5rCiCOZJyUpWUI4WHdFD\/mLYaGJKuVq4ks2OhVjyyjm2pln5QFL3RZJjEVC4AExQ6DcUXutWjGd86AWgc2KMI8DKsKILZSh0l2pQar\/fibfqkcJB2Bg6T3RJhdiycIZfrgGzn9DA7Rq0wdgbAbIyfAWhMKIoAL2ItyVeJ3Wp2DKBcev4RfZuQrJlprbTUNULpQT3NjoQzUDQ0xOwItbKRsTMAJtvBhtYAGhHWTwJehLEzeCuHy67t6fHaLikmKlYDW0TobO1VuKfQ7GioBrcjQSWjz1bEmj1mRzkjjJ0BMNu+fIoiAI0HRRHgRY5SFMEHZBZmakWh9ENAU\/Vuc7YGhBeos3OfLBbD7Gg4heK+doX9HKAAw7caF3vrDvqSsTMAJjtQ4DI7AgA0GEbPAC\/CiiL4EpfHpd1HEjQnPlfv5PbRestwFQW0NDsWTsLjSFPJxbFmx6gxxs4AeIPkIrdsLn4gAqBxoCgCvAgbWcNX5RXn6sekBP0vKURf2c7VoaBYeRRodiz8RkmnHHlCgs2OUSNvNBlmdgQAkMeQDhWyqghA40BRBHgJt8et7PwjZscAasVjeHQgM0nz4jP1ZlZ3rdYI5Qe0NTsWjjGc2Sqa6Durihg7A+BNDhawTxGAxoE9igAvkVN4VC4PX4DAf1hLC\/VzcqHWyqKurYZqYFO3enp2Kcjgv3MzlbZMVWSTcAUWlZod5bQYOwPgTfbns6IIQONAUQR4iewCVhPBPxkylJCdooRsKTyko2Jj2mlAcKpauZPNjtY4uQplndRP0XO3mJ3ktLjbGQBvcpANrQE0EhRFgJfIs2aaHQGod6WOEm1MPayNkjo0P0eDogPV27NbIYb3r27xJ\/aIw3K1ilZQdr7ZUU6KsTMA3mY\/RRGARoI9igAvkUtRhEYmLS9dixNS9EZaay1zj9CRoB5mR2o8PDZZL\/Puv2\/GzgB4m8MFLnkM7nwGwP+xogjwEhRFaKwcLru2pcVrm6Q2zWI1sEW4zvbsUZhRZHY0v+YI3C9n5xgFJ3vn5x7GzgB4m1K3oeQit7o25VsoAP6NFUWAl6AoAqSjBZlanpCkN1Kjtcg5XMlBfWQYFrNj+SfDJet47xztYuwMgLdinyIAjQFFEeAF3B638otyzI4BeA2X26ldRxL0aXye3s3rqw0Bw1Uc0NzsWH7H6dkne9\/OZseohLEzAN7qAEURgEaAdZOAFygoypbHcJsdA\/BKuUU5+qEoR6ss4eoVc5YGRharq2uPAphLqgOGikY1U+hes3NUxNgZAG+VZKUoAuD\/KIoAL8DYGXB6HsOt\/UcTtV9SVHhPDWjdUrGB8WrmPmp2NJ\/mch6UbVgvhW06aHYUSYydAfBuqcX8YA+A\/6MoArwARRFQM4WlBVqTXKCfZVG3VkM1MMqlnq7dCpTT7Gg+yTrIorBNZqcow9gZAG+WWkRRBMD\/URQBXiCHogg4I4YMxWenKD5bigjtpNiYNhoQnKKWrlSzo\/kUjyNZxRf0V+SPu8yOwtgZAK\/GiiIAjQGbWQNeILeQogiorRJ7sTakxOvdeKdmFZ2jXUFD5VSo2bF8RnGvInkCzf2ygLEzAN4u1+5RsZM2G4B\/oygCvACjZ0DdSs1N16L4FL1xpK2Wu0foaFB3syN5PcORoZJLBpiagbEzAL6AVUUA\/B2jZ4AXKCzONTsC4JfsTpu2psVrq6S2zQZqYPNQ9TX2KMwoMjuaVyppn6mI0BAF2B2mXJ+xMwC+ILXYrd7RwWbHAIB6w4oiwGROl0M2Z4nZMQC\/l1GQoWWJSZqZGq3FzuFKCeptdiSvYzhzVTQ51pRrM3YGwFewoTUAf8eKIsBk1tJ8syMAjYrT7dQvRxL0i6SWTftpUMumOtvYp0gj3+xoXqG0WaIim0UqsKC4Qa\/L2BkAX5HC6BkAP8eKIsBk1pJ8syMAjVaONVvfJybofykRmm8\/TwlB\/WUYjfyfRnexrJP6NPhl32gyrMGvCQBnIqXIZXYEAKhXrCgCTGYtLTA7AtDouT1u7TuaqH2SmkX00oDWLRRrOawoT+PcaN4eelDOti0UnNEw+6cxdgbAl7CZNQB\/18h\/bAqYr4jRM8CrFJTka3VSvN5MCtAXpcN0IGig3I3t5yoeh6yXdG2wyzF2BsCXsEcRAH\/XyL7yBbwPo2eAdzIMQ4ezknU4S4oM7aIBbdooNjBJLdxpZkdrEE7tk6NHO4UcPlLv1+JuZwB8SWYpn7AA+DeKIsBkFEWA9yu2F2ldcpHWSerccrAGRll0lnuXgmU3O1o98sh6QYxa1nNRxNgZAF9T6jZU4vIoIojhDAD+yWs\/u61evVrR0dGaMWOG2VGq7d5771V0dLSSkpIa\/NqxsbGKjTXnlsaoHe56BviW5Jw0fZOQqplH2uk7zwhlBnY1O1K9cbn2yzage71eg7EzAL4ox8aqIgD+q0ZFUVJSkqKjoyv8r127durTp4+uuOIKPf\/880pISKivrJLMKUReeuklRUdHq1WrVjp69GiDXXfSpEmKjo5u0Gs2tMbwHk+HogjwTTZnqTanxuuDhFJ9VDhQOwLPlS0g0uxYda7ovLB6PT93OwPgiyiKAPizM1pR1K1bN02fPl3Tp0\/XPffcowkTJig7O1v\/+te\/NHToUD377LMyDKOus5rCMAzNnj1bFotFLpdLc+bMOemxf\/vb37Rx40a1b9++AROWWbhwoRYuXNjg10XtWUu46xng6zLyM7QkIUkzU1roW9cIpQWdZXakOuN2xKtkZJ96OTdjZwB8Va6dogiA\/zqjPYq6d++uxx9\/vNLj69at0913361XX31VAQEBevLJJ2sd0GyrVq1ScnKybrvtNn311VeaNWuW\/vSnP1V5bNu2bdW2bduGDXhMt27dTLkuasftcanUXmR2DAB1xOl2aGd6vHZKatW0vwa2jFQ\/7VOEx7cL4eJ+LoWtsyigjn8IxNgZAF\/FiiIA\/qxO9ygaMWKEvvzyS4WGhuq1115TampqpWMWL16sK664Ql26dFGbNm00YsQIvf7663K7T32byeNjbykpKUpJSakw\/nZ8HyOHw6G3335bV111lfr166eYmBj17NlTN998s3bs2HFG7ykuLk6SdNttt2nKlCk6dOiQ1q5dW+WxVe1RdOJeSxs2bNDUqVPVuXNnRUdHn1Gek6lqJG\/GjBmKjo7W6tWr9cUXX2j06NFq27atevfurenTp6u0tLTKc\/3888+6\/vrr1b17d8XExGjw4MH6xz\/+oZKSkkrHLliwQBMnTlTPnj3Vpk0b9enTR1OmTNGCBQvO+L2c+He2bds2XXnllerYsaM6d+6sadOmnXQPqMTERD300EMaMGBA+cd+0qRJmj179hlnqW\/FNqsM+cfqOwAVZVuz9H1iomYmR2qhY7gSg86WYXjt1oCn5HGkqmRC3Y99M3YGwFflsKIIgB+r869Ye\/XqpSuvvFIOh0OLFy+u8NwzzzyjadOm6dChQ7r88st15513KiwsTE899ZTuuOOOU563WbNmmj59uqKiohQVFVU++jZ9+nSNHj1akpSXl6fHH39cdrtdF110ke677z6NHj1aK1as0CWXXKKtW7fW6L3k5eVp0aJF6tOnjwYNGqQbbrhB0q\/lUU1s3LhRkydPlsVi0W233aarrrqqxuc4U++++67+9Kc\/qW\/fvrrjjjsUHR2tt99+W3\/84x8rHfv+++9r8uTJ2rBhgy6++GLdfffdat++vV5++WVNnTpVDoejwrG33nqr4uPjNXnyZN1\/\/\/0aP368MjMzK33sz8S2bds0ceJEhYSE6LbbbtOgQYO0ePFiXXnllbLZbBWOXbduncaOHatPPvlEZ511lu6\/\/35dfvnlstlseuutt2qdpb6U2ovNjgCgnrk9bu3JSNBn8Tl6O+csrbOMkDWgldmxaqyka748QXV3s1TGzgD4smxWFAHwY3X3Fd8JRo8erblz51YoZn744Qf9+9\/\/1vjx4\/XJJ58oMrJsw0\/DMPSXv\/xFH3zwgRYsWKApU6ZUec7o6Gg9\/vjj+vTTTyWpytG36Oho7dq1q9IeQXv37tVFF12kZ599VvPnz6\/2+\/j8889lt9t1\/fXXS5JGjhypzp07a8GCBXrppZcUFRVV7XP98MMPeuONN3TzzTdX+zV15ccff9SPP\/6oXr16SZJKS0s1ZswYffnll3r22WfVrl07SdK+ffs0ffp09evXTwsXLlSLFi3Kz\/Hvf\/9bzzzzjN5++209+OCDkqRPPvlEISEhWr16tVq3bl3hmrm5ubXOvXz5cn3wwQcVSrW7775bc+fO1eLFi3X11VdLkux2u+68804VFRXpiy++0IQJEyqcJy0trdZZ6ovNUXmVFgD\/lV+Sp1VJefrJEqQerYZpYFO7erh2K0CnXlXrDQxHpoomxipq4bY6Od8mxs4A+LBciiIAfqxe1sAfLx5OLAveeecdSdJ\/\/vOf8pJIkiwWi\/72t7\/JYrHoyy+\/rNV1Q0NDq9xIum\/fvho9erTWrl0rp9NZ7fPFxcUpICBA1113XXnW6667TiUlJfrqq69qlG3gwIGmlESSdM8995SXRJIUHh6uq6++Wh6PR9u3by9\/\/MMPP5TL5dI\/\/\/nPCiWRJD300ENq1apVpY9RcHCwgoODK13zt68\/EyNHjqy08ur43+GJJeS3336r9PR0XXfddZVKIknq0MF7f2JNUQQ0ToZh6FBWsr6MP6r\/ZXbTKo1QXmDD3wihpmyt0+WJqJu7oL3RZGidnAcAzJBj9\/6CHwDOVL2sKKrK5s2bFRkZqVmzZlX5fHh4uA4ePFjr6+zcuVOvvfaa1q9fr6NHj1YqhnJycqq14fS2bdu0a9cunX\/++RWKhhtvvFEvv\/yy4uLidNttt1U71+DBg6t9bF0bNGhQpceOv6eCgl83WN28ebMkaeXKlVq1alWl1wQHB1f4GF199dV6+umnNWLECF1zzTUaM2aMhg8fXqOVVnWRe8uWLZKkcePG1cl1G1Kpg9EzoLErslm1LtmqdZK6tByigVEeneXerSA5Tvvahma4CmSd3E\/NPt9Sq\/PYW3fQPE\/HOkoFAA2PzawB+LN6KYqOHDkiSWrZsmX5Y3l5eXK5XHrppZdO+rri4tp907xhwwZdccUVkqQLL7xQU6ZMUWRkpCwWixYvXqxdu3bJbrdX61zH9yE6vi\/RcT169NCwYcO0adMm7d27V3379q3W+X47mtWQmjZtWumxwMBASaqwiXheXp4k6eWXX67WeR988EE1b95cH3zwgd544w29\/vrrCgoK0sUXX6wXXnhBXbt2bZDchYWFkn5dyeZLWFEE4ERJOalKypHCQtorNqadBoSkq7Wr6g38zWJrEq8mLaMUmFN4xudg7AyAr2P0DIA\/q5eiaM2aNZIqrqJp2rSpLBaL4uPj6+OSkqRXXnlFdrtdS5Ys0YgRIyo8t3nzZu3atata5yktLdW8efMkld3J7N57763yuLi4OL3wwgvVOqfFYqnWcWY6XsykpKRUWdL8lsVi0S233KJbbrlFubm5Wrt2rb788kt9\/fXXio+P188\/\/1xe7NSnZs2aSfq1oPQlFEW+Yd\/mFKUfzlFWar6y063yuD2acOM56nte5yqPd9ic2rBkvw7vTFdxoV2RUaHqOaiDzr20t0JCK37atZU4tGb+LiXuyZTFInXp20ajr+ynsIiQSudd9slmZacX6oZHLlBgoG\/ePQvVY3OUalNqvDZJah89SAObB6mPZ49CDS\/4nOEulfWyfoqedearit5oMlTieywAPqzAwV1rAfivOi+KDh06pPnz5ys0NFSTJ08uf3zo0KFasWKFDh8+rB49epzx+QMDA0+6z1BCQoKaN29eqSQqKSnRjh07qn2NBQsWqLCwULGxsVWOP0nSF198oblz5+rvf\/+7QkIqf0Pni4YOHaodO3Zo8+bNuvDCC2v02hYtWmjy5MmaPHmycnJy9NNPPyk+Pr7C3kj1ZciQIZLKRuaO7yflK+xO2+kPgunWL94ra16pwiJDFBkVKmte6UmPddpd+vL1n5WdVqDOvVur1+AOyk4t0LYfDintcLaufnC0goJ\/LVBXzNqq5P2Z6jOsk2RI+zalyFbs0OQ\/nFfhvIl7jurgtjRd89AYSqJGJj3\/iNLzpe+DWunsmA4aEJal9q5DpmayBx2Qs1NrBadk1fy1jJ0B8AMlbtpuAP6rToui9evX66677pLdbtf06dMrbCx99913a8WKFXrggQc0e\/bsSpsdHz16VPn5+erdu\/cpr9G8eXPt3btXNptNYWEVN9Ts1KmTDh06VGEkzO1266mnnlJ2dna138fxsbPnn39eY8eOrfKY46uOlixZctI7tfmaO++8Ux9\/\/LEeffRRffXVV+rUqVOF5\/Pz85WUlKSBAwdKklavXq3Ro0dXWC3ldDrLR9hCQ0MbJPdll12mDh066PPPP9e1116r8ePHV3g+PT29wn+LCQkJcjqd6tatW5UbcTcku\/PkhQO8x7gbBim6dRNFtYjQ5u8OaN2ivSc9dsvKQ8pOK9Dg8T016vJ+5Y\/\/\/M1ubf3+kLb\/eFhDLzpLklRcYFPinqMaPrGPhl1c9rmvaYsIbViyT8WFNkVGlX2Oc9hd+vGLHYod3U1tu9Z+o3j4JofLru3p8douqXVUfw1qEamztVfhnjMfATtjhlPWCT3V4sOaF0WMnQHwB6UuVhQB8F9nVBTFx8drxowZksqKgaysLG3ZskV79uxRYGCgHn74YT322GMVXjNhwgQ98sgj+te\/\/qVzzjlHEyZMUKdOnZSbm6v4+HitW7dOTz755GmLorFjx2rbtm265pprNGLECIWEhGjkyJEaNWqU7rrrLq1cuVKXXnqppk6dqtDQUK1Zs0ZHjhzR6NGjy0fiTvfe1q5dq86dO2vMmDEnPW7atGmaN2+e4uLi6r0oeuyxxyqVYsf94x\/\/qLAXVG2cffbZeuWVV\/TnP\/9Zw4YN00UXXaRu3bqpqKhIiYmJ+vnnn3XTTTfp3\/\/+t6Syv4OoqCgNHTpUnTp1ktPp1I8\/\/qh9+\/ZpypQp6ty56rGcuhYaGqoPP\/xQ11xzja655hpNmDBB\/fv3l9Vq1S+\/\/KKSkhKtXr26\/PgrrrhCKSkp2rFjh7p06dIgGU+GFUW+oXPvmGodZxiG9qxPUnBooM69uOLnsnMv7q1f1iRo9\/qk8qLIml9WFMZ0ii4\/7vjvrXml5UXRukV7ZBjSiMln1\/KdwF9kFWZpRWGWVgY0VZ+YszUgokCdnftksTTcNy5Oz37Ze3dS6P6UGr2OsTMA\/sDmLvt33xe2lwCAmjqjoighIaF8U+rw8HA1a9ZMvXr10iOPPKKbbrpJ3bp1q\/J1TzzxhEaNGqW33npLq1atUkFBgVq0aKEuXbroscce07XXXnvaaz\/yyCPKz8\/XsmXLtG7dOrndbk2fPl2jRo3SpZdeqo8\/\/livvvqqPv\/8c4WHh2vs2LGaPXv2KTfRPtGsWbNkGIZuvPHGU37iP\/\/889WxY0etXLlSqamp6tix\/pbRf\/311yd97rHHHquzokiSbr31VsXGxmrmzJlau3atli5dqqioKHXs2FH33XefbrzxxvJj\/\/a3v+m7777Tli1btHTpUkVERKhbt2569dVXdcstt9RZpuo499xztWrVKr366qtauXKlfvzxR0VHR6t37966\/\/77GzRLTTgoivxKflaxigts6twnRsG\/2YsoODRI7bq1VPK+TFnzStW0ebiaRodLkrJSC9Slb5tjv8+XJDVtXvZcRmKuflmToEm\/P6\/S\/kaA2+PS7owE7ZbUPLKPBrZqpv4Bh9TEXf1VtGfOo6Ix0TUqihg7A+BPSlyGIoMpigD4H0t+fj7rJgGTfLB0hhIy9pkdAzVwfPSsqs2sE3ZnaNG7GzRgTDedf\/WASq9d9eVO7VydoCvvG6lOZ5XdCXHhO+uVsj9TfYZ1lmRo36YUdenTRpP\/cJ7cbo\/mvvyjWrSN0qW3Dm2Itwc\/EGAJUM\/WnTSgSam6u\/YoQO7Tv6gWmu3qqLAt1dszac251+qCiCvrNQ8ANJRDN7ZVq7D6v3ELADQ0fjwNmMjhtJsdAXXIYXNJkkLCqt77KiQs6Nhxv27If\/G0wVo9f5cSdh2RZFHvIR01+sr+kqQtKw6quMCmK+8bpRKrTSvn7lDyvkwFBQeq73mdNeqKfgoI4CeZqMhjeHQgM0kHMqWm4d01oHUrxQYmKNqdUS\/Xsw4OUlg1b4DG2BkAf1LCPkUA\/BRFEWAil8dldgSYLCwyRBdNG1zp8dwMqzZ\/d0AXXjtQEU1DteDNtcrLLNKltw1VcYFNq7\/epYimoRoyvv7vLAjfZS0t1M\/JhVori7q0GqqBUW71cu9SkFH13UPPhMeRqJLz+yli1e5THsfYGQB\/Q1EEwF9RFAEm8njqdyQEDauqFUMnOt2Ko+MMw9DKudvVvntL9T2vs3KPWpW8P0sX3zJE3fu3kyRlphRo+6rDFEWoFkOGErNTlJgthYd0VGxMOw0ITlUrd3KdnL\/4rBKF\/RSgAOPky4W42xkAf8OdzwD4qwCzAwCNmZuiyK9Et24iqWxT66ocf\/z4cSfzy8+Jykor0IXXDSx7XWaRJKl1h6jyY1p3bKaSQrvspXW3MgSNQ6mjRBtTD+u9BLvirOfol8ChcljCa3VOj+OISi6NPeUxM5uwzxYA\/8KKIgD+ihVFgIk8BkWRP4luHanIZmE6kpAjp91V4c5nTrtLRxJyFNUyovyOZlUpyi\/VukV7dN6lfdSsVWSF59wuT6Xfc1de1EZaXrrS8qQVQa3Vr00HDQjNUjtX9Tam\/q2SDtmKCA1WgL1yeWlv3UFfMHYGwM+wogiAv2JFEWAiRs\/8i8Vi0dnDu8hpd2vj8v0Vntu4fL+cdrf6De9yynP8OG+nmrWK1KALepQ\/1jymbAVS4p6j5Y8l7TmqyGZhpx1jA6rD4bJrW1q8Po636sOCWG0NOFellqY1OofhzFHRpMp3+5MYOwPgn1hRBMBfsaIIMJHHw+1\/fMHudUlKj8+RJOUcKSx7bH2SUg9lS5Lad2+pfiPKCqAh43oq4Zcj2vr9IWWnFqh1x2hlpeYreX+WYjpHa9D5Paq+iKSD29KUtOeorvvz2Ap3M2vepqk694nRxqX7Zc0rVXGhTSkHsjRqSr\/6estoxI4WZGp5gbQyIEp92vTTgPB8dXLul8Vy+m+ISpsnKzIqQoH\/z959h0dVpQ8c\/94pyWSSKek9ISH03gQURAUVwUJxRWDVVVyVVSxrW3+766prWV1dXfuqu6tLVRBUpEgREKVJld5CSEJC+vQ+c39\/hARCEkhImQTO53l4drlz7j3vnYxh5p33vMfiqHH8PbHbmSAIFyG3XySKBEG4OIlEkSAEkV8Wu561BwXZZRz4Oa\/GscJj5RQeK6\/+e1WiSB2qYsKMYWxZfoAjuwrJP1JKuF5Dv6s7ctn1XVCFKOucw+Xw8MPC3fS9qiOxKcZaj187tT9r5+\/i4LZ8VGol\/a\/Jot85kk6C0FS+gI89hcfYA0RFdKVPjIGeHCI8UH6Ok6xYx\/bAOHdb9SGx7EwQhIuVyH8LgnCxkkwmk0iFC0KQvDj7ftxeV7DDEARBaBCFpKRTXCp9wh108O1FUdfHJEUo0UsUqIorAPjxsl9xlXZc6wYqCILQCj4YHsnkLG2wwxAEQWh2okeRIASRWHomCEJ7EpD9HCzK4YvsYj4syeJHhmJWxp81yI11dGb1X8VuZ4IgXKxkWXzfLgjCxUksPROEIPKLZtaCILRTFqeZH3PN\/IRERsxA+uh9ZPn2osSLR3EAb0YCAZtSLDsTBOGiJb7uEwThYiUSRYIQRAFZJIoEQWjfZGSyS\/PILgVtaCq94hLorcpFfXUE+\/Z0CnZ4gnBhti6G7G2Qtw8KD4HfC5NfhMvG1x578ggsfAXy9kB4JAyZCNfcA4qzetJ5XPD3cZA1GCY93yq3IbSsgCgoEgThIiUSRYIQJKKaSBCEi43DbWdz3lF2q\/X0iu6JNT6OJ1wFBBQK1CE+jD4HRq8NvdeB3msjxO8NdsiCUKc7l\/yNIpMJgzYcjS6cIpOJxz07uc5Z862zw+1m2vuv4w8EGDmgH7klxWxd8hb3yYeZOGx4jbGfLFvKareJT67rSbhzcWvejtBCohzDAbEDqSAIFx+RKBKEIJGQzj9IEAShHVApQkgxdMWgTCTgUmIxWXHNjyBhpJUuqXvIyU\/BdyyKYq+OX5QJlMQayDeEURYIEOaxkyw5SZSdJOAgLmAnxu8kymfH4LOj99oJ9zjQum1o3HZCXDZUThuS044k+oMILeSzbtF0ikgiXRvCq4eK+KPJRPfszYz0Hakxbl5+BeVWK+uGZXFFtA1itFxbHsG6H1bxvvpE9bgdJgeLfjzE3IEduHnXV618N0JLcfVIxScSRYIgXIREokgQgkShUCAhISM+6AiC0L5ISCTpOxEdmobkDsVisuEv9lOBHYDo7EhyfzzBh1eOYs3udST2PsRSfSo6OY6B7gQ4BhyTMe0sx+yTcPVJwZwVx4H4eFZrw8gOKChxn\/t3o5IASZKLVMlJMk4SZTvxspNYv4Mov4PIU4kmncdOuMeOxm0j1GVH7bShdNqQvJ5WeKaE9mpUnK5B4\/Kcla+jAcbTO18NMGrZdKyk+u9+Wea+nXncmGBgfJKxWeMUgkwS+wIJgnBxEokiQQgihUKJP+ALdhiCIAjnFRueRrw2E5UvHJvJgafMiwkX4KoxLrLCSP684\/g6x7E1YMRZGkp8WQST9FvZoRzEmrxdGDMSSe7eA+VgDQlWNWEnnTi3HKBsdyl9PJXLcv2Jelx9UjBlxlESZyBfG0a2T0GZpzKB5EdBnqwlTz5ra2rlqT8h574fPR7SFC5ScJCEk4SAg1jZQcypRJPRa0PndRDhsaP12NG4bGdUMzmQZNHGVoDUsMoX2g6zk6FR4af+v4O0sNMvwH8cKSbb7ubrwZl1XkNox9ppcfjx48fp06cPkydP5oMPPmixeV555RVeffVVFi9ezPDhw89\/wiWutX4ugtAQIlEkCEGkVKhEokgQhDZJr4khKaIzYXIkDrMHp8mJxeQDzPWeo3NFUPxpAXJAxpscCcC3yVdw51cf4runH\/39W+iQlswSk4+dpcsIVWrJyhiIO06BvYOLiOuN6M0RkC1TsaMc5fJ9hLOPZKDvqTn8yQacfVIxZcZSHGcgX6Mh26ugwtu46kwLIewJhLAH\/emDEpXvjFRAaP3nKgmQWKOayUH8qURTtM9BpN+OwWsnwusg3G0jzG0n1GVD7bKjdFhFNdNFZEy8noRQFbduOcbtKZEcsrlZXWLj7z2SADhqd\/PCwZO80TOZpDB1kKMVmp0U3EzRvffey4IFC\/jkk0+49dZb6x1nsVjo0qULarWagwcPtmKErcdut9O1a1esViv33nsvr7\/+erBDEoR2TSSKBCGIlGfviCIIghAkYaoIkvXd0ClicNtkbFYbDis4zpEYOlOIPwT7XAtee2WDamdCZQLmr+r+3KFUYZy7n7JfJxPlOcFUXSE\/6y\/jh7w89pb+AEB6TC\/0ijQqlGbkSBkGKIlzJaE5GYpzv4OyX0oIeAMoT5iJOGEmAkgB+p+a35cehbN3MqaMWIpj9ORrwjjqlTA3MoHUEH4U5Mta8s+sZpJO\/akqJAmr\/3yd5CVNcpKCkyQcJAQcxJ2qZor02zF6Hei9diK8drTuymVzIU4bKqf9VG8mUc3UVujVSpZf3pHHdp\/gP8fLiAlR8dduiTzcMRaA6TvzGGDU8tv0aDaX23n4l3x2Wpwka9Q81zWRO9OignwHQpMEeenZHXfcwYIFC5g1a9Y5E0VffvklTqeTyZMnExYWRlJSElu2bEGv19d7TnO47777mDhxIikpKS06D8CiRYuwWq1IksT8+fN58cUX0Wg0LT5vc2qtn4sgNIRIFAlCEClEokgQhCBRSSGkGLpgUCVVN6D2OGXKsDb6WpIsoVoGphOnz3XERABwTA7nZFZ\/Eg9uwfidjfJR4Sj8dgbLm8jskM63ZdEUmYs4bt7NcXZjiIgjQ9cXR3kAG3ZsHezQgcpqI5MeOdtPxY5yHEX2mvdzvBzd8XJ0QCow4NRxf8cY7L2SMaXHUBSjJy9Uw1GPhM0XvP5wVlnNXlnN3guoZpJkmSSFi1TJQTKu072ZAnai\/U4ifTYMXgc6b2VvpjCXjVD3Gb2ZPO4WvrtLT099GCuvyKp1\/L\/Hy\/ip3M72q7pg8wW4eXM2ffRhLBnSkaVFZu7ZkUuXiFAGn1qyJrRDquB+lLryyitJT0\/nhx9+IC8vj9TU1DrHzZo1C6hMLAGo1Wo6d+7c4vFFR0cTHR3d4vNA5T2qVCp++9vf8sEHH7B48WJ+9atftcrczaW1fi6C0BCiA5sgBJFSIXK1giC0jqoG1L1jR9LHMJZU\/1ACJQYqCu2YKyzITdhBzLhVR+nOkhrHLLrT1TYLEi4HQJ1bhO5gHFVvP2J9x7nTsJ8r0jJRnPpm3uwqZmfJCo4G1qFNDGCMrEym+BR+yqMqqBhogd+qiH8imdQpHYjtF4dCVf\/bGeXRUvRf7SLtn6sZ9OdFTHhqLk\/+aQ5\/mr2K3+\/az93mEsao3PTSgrYd\/EqWJYkTchibAtF8GUjmXbkzf6YPDygu51fqkYwKu4VB+sl0jb6X1MRHiMn4I7quL6Pp9zbqy\/9D5NWf0vuaDxhzzT+495oX+dNV\/8fbIx5jzrD7WD7012waOJ59fa8nt\/sVlHbsiy0lC09MIn6tDlk07m2wIpeXp\/YW8H+d4+mi0zAnv4Jyj5\/\/9E9jVJyOf\/RKoVN4KG9nl5z\/YkKbJauCu5xQkiSmTp1KIBBg9uzZdY7Zv38\/27Zto0ePHvTr1w+o7IVjNBqZPn16jbFjx47FaDTicrl48cUX6du3LzExMbzyyivVY7755huuuuoqEhIS6NSpEw8\/\/DAmk4levXrRq1evGtd75ZVXMBqNrF+\/vvrYmXNnZ2czdepU0tPTSUpK4pZbbmH37t2Nfh4OHz7Mpk2bGDlyJL\/73e+QJImZM2fWOXb9+vUYjUZeeeUVNm\/ezI033khKSgodO3bk8ccfx+l0AvDdd99x7bXXkpSURKdOnXj22Wfx+epuF7FkyRJuvvlm0tPTiY+PZ+jQobzzzjv4\/f4a42bPno3RaGT27NksW7aM66+\/npSUlOrnrb6fC4DVauVvf\/sbl19+OYmJiaSlpTF8+HBefPFFvF5v9bjFixczbdo0+vXrVz3uhhtu4Ouvv2708ypc2trBWyJBuHiJpWeCILSkmPAU4sMyUft12ExOPGUeTLiB5qsqiTkeSe53ObWOm7QaONWK52VFbx4M1aBwu9D+tB9v8gBcYXsBUOJlOBvJysji25JQyqylAPhlLwdKNwCQFJ1FvLoLphJb9Rtvq8YGmUAmRIw2ojfpkI8FqNhejqPYXiues6kPl2A4XIIB6AAMBmQJ\/F3isfVMpiI9mqIoPbnqEI65weE\/9\/XaC6usZp+sZt+FVjNJLlIVZ\/Rmkh3EBhxE++1E+hwYvPbT1UxVvZkuwWqmR3afICVMzVOd4gE4aHMTE6Ii5Ywm130MYRy0XTrPyUVJdZ6u+a1gypQp\/O1vf2POnDk8\/fTTSGf1TapKIFVVEzXEnXfeyZ49exg5ciQGg4H09HQAZs6cyYwZM9Dr9dx+++3o9XpWrlzJuHHj8Pl8qBpRYZWbm8uoUaPo2rUrv\/71rzl27BhLly7lpptuYsuWLcTFxTX4WlVJocmTJ5OamsqwYcNYv349OTk5dOjQoc5ztm3bxj\/\/+U+uueYafvOb37B+\/Xr+\/e9\/Y7VaGT16NL\/73e8YM2YMgwYNYsWKFbz99tuEh4fz9NNP17jO888\/z5tvvklSUhI33XQTer2ejRs38uc\/\/5mtW7fy2Wef1Zr766+\/5vvvv+f6669n2rRpWK3nruQtKSlh7NixHDp0iF69enHPPfcQCAQ4fPgw\/\/znP3nooYcwGo0AvPDCC6jVaoYMGUJCQgKlpaUsW7aMu+66i1dffZX777+\/wc+rcGkTiSJBCCJRUSQIQnPShUSTrO9CmGzEafHiMDmxmgKcqwF1U0SaDeTNOV7nY+UqVXWiqEQO5VinwXTcs64yzvnb8d3TC5\/vUPX4RN8RfhMZynrDAH7Oz0bmdIVTgeUIBRxBq9HT0TAIn1mJ3e6oftyn9FMebYJoYKCKOGcSmsIQHPvslO8pI+BrWE8fSQbVgSKMB4owAhnAEEBWSPi6JWDvmUR5agwnIyOqE0iuiySB1BCyJHGCME4EzmrApDj1R805ezOF4yNNcpAiuUjCToLsJC7gICbgIMpnx+g71ZvJY0frtqFx20\/tNGdH4bC1m95Mi0+aWVhgYv3wTqgVpz+0uwM143cHAu110yyhijr4DcpTUlK45pprWLVqFT\/88AMjRoyofszn8\/HFF18QGhrKpEmTGnzNwsJCfvrpJyIjI6uPmUwmnnnmGcLDw1mzZg0dO3YE4Nlnn2XChAns3Lmz3qVvdfnpp5947rnnePTRR6uPvfjii7z++uvMnj2bxx57rEHX8fl8zJs3D4PBwOjRowGYNGkS69evZ9asWfzpT3+q87xVq1Yxe\/Zsxo4dC4DX6+Wqq65i\/vz5rF69mqVLl9K\/f2UXvGeeeYb+\/fvz4Ycf8vvf\/x71qZ\/7mjVrePPNNxk5ciT\/+9\/\/CA+vXEYqyzKPP\/44\/\/nPf\/j666+55ZZbas29cOFCrrrqqgbd4+OPP86hQ4d4\/PHH+fOf\/1zjseLiYiIiIqr\/Pn\/+\/FrJMZvNxnXXXcdLL73EHXfcgVZ71m6hglAH8SlVEIJI9CgSBKEpNCotKfpu6BRxeOwyVosNhx0cWFp87nB3OCX\/PYnsr3vJWqmsgDOSPTNjhvIclYkihSxj\/OIIZbfHI3uKqseocXONYgNZmV1ZehJMjooa13R4LOwuWY2ERGZ8P3T+RMpLayfBbGF2bJl2yATdmEh0FbrK3kbby3CUOGqNPx8pIKPeW4hxbyFGKguZLgdklQJv90Ts3RMpT42mMFJHriqEYy4ZT\/vIabQqOyr2y3r2y2dVMylP\/WlAb6YUnCRLZ1czOYj02TH4HOg8tjOqmeyEOK0onXYkj6uF766Sxetnxq58HsyMqdF7qJsuFIsvwE9lNq6IjsDq9fNjmZ3R8aJpbXsW7KVnVe644w5WrVrFrFmzaiSKli9fTnFxMePHj6+R9DmfZ555ptb4pUuXYrPZuP\/++6uTRAAqlYo\/\/elPXHfddY2KOT09nYcffrjWfbz++uts3769wdepuse77rqrunn1LbfcwlNPPcXcuXP5v\/\/7PxSK2stmhw8fXp0kgsr+QLfccgt79+5l9OjR1UkiAJ1Ox\/XXX8+sWbM4ceJEdSLmo48+AuCtt96qThJB5ZLAv\/zlL\/z3v\/\/lyy+\/rJUoGjNmTIOTREVFRSxevJiMjAz+8Ic\/1Hr87MqruiqoIiIimDJlCn\/605\/Yvn07w4YNa9DcwqVNJIoEIYjE0jNBEBpDKalJMXTBqE5CdqowN6EBdVOo\/Wpcn9vw2Orf5r3IUzOB9Abd+HO4HqW9MomltDowrPNhukIDgZof4tN8B7g7VssaXx92nsiudW0ZmaPllR8kYowppIT1xFbmxuPx1hrrVfgoj66AaJAHqoh3JxN6Qo1jn52yPaX1JroaQvIFCPnlBCG\/nCASqProJKuVeHsmYeuWQFlqNCeNERxXhpDjkvGKBNIFqerNdIKwM\/OPNauZziEcH6mSk1Tp1E5zsoO4gJMYv50ovwOjz366mslj54vtv7Al\/yQKn5c9FZX\/ff37eDnrSm0AXBEdwbT02k16\/29fAQoJ\/totscbxySmRPLv\/JL\/6OYfbk42sK7Vh8vp5ODO2Cc+KEHQh58hutqIxY8YQExPDt99+i9lsxmAwALWbWDfUgAEDah3bs2cPAEOHDq312MCBAxu17AygV69etRI4ycnJAJjNDa+CrVp2dvvtt1cf0+l0jB07tro66Nprr61z\/rMlJCSc97GTJ09WJ2O2bt1KeHh49fN8trCwMA4fPlzreF3Pb3127NiBLMsMHz68upLpXEpKSnjzzTdZtWoVeXl51T2Xqpw8ebLBcwuXNpEoEoQgEkvPBEE4F0mWSNBnEqPpgMKjwWqy4yvxUUHjq2KajQwhK5SU5NZfteSPjcB51pIsJyr2d7qcnjuXVx8LPXSCiJRe2FJrv5EOlR2MVm6kc2YvlhY4sbnqToaV2vMpteejVmronDgIyRGOxWyrc6wkSVg1NqwdgY6gGxOFviICOTtA+fYynKXN87xKXj8hO\/KI2pFHFNAJGA7IoUo8vZKxdUukLCWKQn0ExxVqjrtkgrgJ2yXBjooDso4Dsu70wXP1Zvrh\/+DwthqHNpTb2VBe2f\/ql4Re+K+8i5iq3kw+O4ePHuJfOTuZc8tVKBKMeF02VA4bksdFhErJN0MyefiXfD7MKSNZo+az\/mkMihRLQNozuY0kitRqNZMmTeK9995jwYIFTJs2jaKiIlatWkVKSkqDq1eq1NUfqKqPTkxMTK3HFApFo3c30+l0tY5VJZvObgJdn8LCQlatWkWHDh1qJbBuv\/125s+fz6xZs+pMFNU1v1KpPO9jZzaOrqiowOfz8eqrr9Ybo91eu2debGzDE8QWS+W\/tYmJiecZWRnP1VdfTX5+PkOGDGHEiBEYDAaUSiW7d+9m6dKluN2iL5rQMOJTqiAEkUrZNkqWBUFoO6K0SSRqs1D7ddjNLtzlbszN3IC6KaJ2GsjflnvOMf4OUXUe\/1fkEN5heY1j4d\/vxjt1IG7VnjrPyfTtZlq8jlWeHuwtPFbvnF6\/i72llTvrpMX0IErZAVOJlUCg\/hIen9JHeYwJYoBBKhJcKYQUqLDvtVO+t2nVRnWR3H5Ct+YSujWXaKBqE2RZo8bdJxlb1wTKkqIo1IdzTKEm1yUTEAmk4JjycuWfeuwEfgc1q5n6An2fZfJZY6uqmVIkJ90mOLiayt5MgYCDpad6Mxm8NiI8DrSeU72ZnDZUThsKpw3pHK9hIcjaSKIIKquG3nvvPWbOnMm0adP4\/PPP8fl8TJ06tc6lV+dydkNsOJ08KS0trfVYIBCgrKysQcmM5jRnzhz8fj85OTnVzZzPtmzZMsrKyhqdyGoInU6HJElkZ9eufD2Xup7f+lRVhxUWFp537MyZM8nPz+ePf\/wjTz75ZI3H3nzzTZYuXdqoOIVLm0gUCUIQhYZogh2CIAhBFhESSbKuC1qicFp9OMwOrOaWa0DdFDH5UeQuqT9ZU8WVXHcvjA8DWfzDGIvaVHNLcP287ZTf0w2\/52id54XJVm5Sb6JzZl++O2HB4T73rma55r3kshe9NoYMXT+cJhmX89w9aiRJwhJmrVw\/1hH0N0ajL48gcNRXWW1U5jzn+U0hubxoNueg2ZxDDNAFuAoIaEPw9E3B2iWB0qRICnXh5Egq8kQCqV2pt5qpAb2ZABIlV\/WSuUTZQYLsrLnTnM+O3lO105yNULe9eqc5hbt1ejNdquQ29D6ua9euDBo0iJ9\/\/pk9e\/Ywe\/ZsJEli6tSpzXL9nj17ArBp0ybGjRtX47Ft27bVu3V8S5FluXrJ15QpU6orfs506NAhNm\/ezLx583jwwQebPYaBAweycuVKjh49WqNvU3Pq168fCoWC9evX4\/V6z7n87Nixyn+fx4wZU+uxjRs3tkh8wsVLJIoEIYg0IaLkXBAuNaFKLSmGrugUcfgcYDHbcNrB2QoNqJvCaDGQP6vuHc7O5oytu0GvLElsyxrGkK2LahxX+ANELsyjbHw0sres3ut28e0kJTGS7xydOFR8\/lgs7lJ2uVeilFRkJQwk1BOFqbxhz7NX4aUspqKy2ugyNfHOKEIL1KerjVohU6NweNBsyEazIZtYoNup4wFdKJ4+KZg7J1CWFElBhJYcVOS7ZET+qIlMRbDrO9i3HoqzwVoKWgNk9INrpkF675rjTx6Bha9A3h4Ij4QhE+Gae+DsHoQeF\/x9HGQNhknPNyqkQllDoawBzkjANrA3Uxg+0hQuUrCThIuEgIM42UFswE6Uz3HGTnM2wj0ONC4bIW47KocVhcuO1MAlQJes0LZTUQSVVUU\/\/\/wzTzzxBAcPHuTqq68mLS2tWa49ZswYIiIimDVrFvfffz8ZGRlA5a5jL730UrPM0Rg\/\/vgjx44d4\/LLL+f999+vc8zhw4cZNGgQs2bNapFE0f3338\/KlSt56KGHmD17NlFRNatpi4qKMJlMdOnS5YLniIuL4+abb+arr77i1VdfrbWLW0lJCZGRkahUqupd5zZt2kSPHj2qx8yfP58VK1ZccAzCpUkkigQhiMJCws8\/SBCEdk0pqUjWdyFSnYTsVmMx2fAWBSin7j46bZHWHUbZZ0UN3mbeFln\/77Z\/6ocwhEW1jivLLBg2RWEaFAKB+ptkhwcqmKDZwp6MAazML8XtPX\/FhF\/2cbBsEwCJkR1J0HTBXOJo8DfgkiRh1dqwZgFZNauNyraX4SpvuWqjuiisbjQ\/HkXz41Hige6njgeMGtx9UrF0jqc0IZITEWHkyCpOuET6qMHWz4bv\/w0xqdDlCoiIhJLjsOd72P093PEa9LuhcqzLDh\/cCwE\/DJ4ARdmw5C1QqeGq39S87vJ3K5NFNz\/RqrfjRMXBQAQHOb19dmOqmRJwkaqorGZKkp1n7DRXmWgy+OzovA7C3Ta0HjuhLhtqpx2l03rRVzPJCgWEhgU7jBrGjx\/PM888w6ZNlb\/vGtvE+lyMRiMvvfQSjzzyCCNGjGDixIno9XpWrlxJSEgIiYmJjV7i1hRVTazPVTHVqVMnBg8ezObNm9m6dSsDBw5s1hhGjRrFk08+yd\/\/\/nf69evHqFGjSE1Npby8nOzsbDZu3Mif\/vSnJiWKAN544w3279\/P66+\/zooVK7jyyiuRZZkjR46wZs0aDh06hNFoZNKkSbz11ls89dRTrF+\/ntTUVPbs2cO6deu46aabWLx4cTPduXApEIkiQQiiUHXbeoMhCELTSbJEvD6DWE0HlN4wLBV2fKU+KnACrZtQaA4qvwrPfCduc8N7JJkjNFBPTml+IIX\/xqeiKcqr9VjonhzCU\/tijztw3jl6+reRlhLHUmsaOaW1r1WfQttRCm1HCQvRkRU3CJ9Fhd3WuCbWXqWXstgKiAVpsJoEZ3Rlb6M9Nsr3lbVKtVFdFCYXYesOE7buMPFA1ffJgWgtrj6pWLLiKUkwcCJcy7GAkpNukUCqJb0XPPgpZA2qefzoNvjgHljwAvQaCaoQ2LcWLCUwYyZkntpK+\/17YOOCmomi\/P2wbibc9TqE1W6S25adRMPJwIVXM6VKLlIkB0k4SZQdxAUcxAQcRFX3ZrIT4bWjddvRuCsTTdW9mdp6NVNY2\/uyT6fTMW7cOGbPnk1kZGSN7d+bw1133YXRaOSNN95gzpw56PV6brjhBp5\/\/nl69epV59bsLcFsNrN48WLCw8NrbT1\/tqlTp7J582ZmzpzZ7IkigD\/+8Y9cccUVfPjhh6xbtw6z2UxUVBTp6en84Q9\/4Fe\/+lWT54iOjmblypW88847fP3113z88ceEhoaSnp7Oo48+Snh45WsxOTmZJUuW8Je\/\/IW1a9fi9\/vp3bs3ixYtIj8\/XySKhEaRTCaTeJcgCEHy055lLN86L9hhCILQRJFhiSSGZxEa0GMzu3C72kbj6SaTIWJlGMVbGred7uq\/3cYPrtr9Iqoscy3h2k1z6n284q7+eNjXsBBliR2qQazJLcDr957\/hLNIskRGVF\/0chIVpRZkuWlvi0L8IUSUhZ\/qbVSKq6LtVlUEYiNw9UnBnBVPSbyBfG0YxwJKikUCqW4f\/hYOboDHPoe0nrD63\/DtP+C17aA+VZqz+A1YPwdeO7VjWsAP\/5gEUclwzz+DF3s7FI+bVMlBslSZZIqXncQF7ET7HUT67Bh8jsreTN7K3kwa15m9mVo+KR+ITcTx+twWn6c9yM7Opn\/\/\/owfP57\/\/ve\/wQ5HEIRmICqKBCGIQkNERZEgtEfhIUaSdV0IJxqX1Yfd4sBmkbG1wQbUTRG9x0jelob1JTpT2dn9Wc7yqvYyrqX+RJFh7m7K7sok4Dn\/3JIk09+\/hQ7pSSytSCK\/oqBRscqSTHbFDmAHUfok0rS9sZV58HjqX\/52Lh6lh\/I4D8SBYmgoCfYY1CdU2PdYKd9fRltqIqQosaFddQDtqgMkAlXddwLxOhx9U7F0jKM4zsAJbRjZPgWlnjYUfDBU7VRa1TQ3MqHyf0\/shw59K\/9\/\/n6IPGPnpzWfQlk+\/LbuHipC\/YoIpUgOZavc+GqmUNlPmsJJCg6SpKpqJicxfjvRAQdGrx29z4HOU7lkTuNqfDWT3AYrilqayWQiLCyM0DN6MzmdTp555hmAZq9gEgQheESiSBCCSCN6FAlCu6BWakjVd0OvjMfnkLCYrbjs4GrjDaibIqYwityvz7\/DWV2K\/RLnyoisDcRiSe2CPu9gnY8rPF6Mi0uoGGtA9jUs+RblK2CK7iQ\/Gy7jh9w8\/IHG78BT7iig3FGAWhFKp8TLUDgisJitjb7OmSzhVugMdAajPxZdWTj+I6eqjUxts9pIUWQl4rt9RLCPJCp3fQcIJBmw903BnBlHSayB\/DANR30KKi6FBFJFARzaCPpYSOxceaz7CNDFwH8ehv5joTincswtp7alLs2F796HcU+DIS5ooV+K3JKSw3IEh4k4\/atI4vQnn5Bznx+Hm1SpMtGUIDmJDziqq5mi\/JVL5rTRUTRPm+j248cff2TGjBlcc801pKSkUFZWxg8\/\/EBubi5XXnklEyZMCHaIgiA0E7H0TBCC6EjBHj5b8fdghyEIwlkUKEk2dCYqJAXZVdmAOhBoWCPni4HBpqfovRMEvI2\/Z1mt5IU\/3Xbe7ds\/965m4k\/\/OecY14AszL0KQW5cr5ISVTrflhkoMhc16ry6pBm6EaXMxFRibfbXgN6uQ52vwr637VUbNYY\/LRJH7xRMGbGUxOrJ02jI9iowedvpDZ3N761sWn10K0x5BQbdfPqxwsOw6BXIPWPXs5HTKnc9e39a5bkPfQa5u2HBi1BwoDJpNPohuGxc0G5JaLob0zTMGhkd7DBa1dGjR3nppZfYsmULpaWlAGRmZjJ+\/HhmzJiBRqMJcoSCIDQXkSgShCDKL83mX982bptcQRBaRnxEBnGaDih9WqwmB15v4\/vdXAy03jBsH5kuuLeOt1MsL04ddd5xvSUz29Y+hCSfO\/liGdcfp6Fh\/YrO5EfNBgayMS+HwHnmaAhdSDQZhv64KyqXWjS3UH8IEaWV1UZlO0pwm9p\/nytfRjTO3slUdIilOEZPXqiGox4Jq68dvfUMBGD2H2D7Ehhya8O3tt+8EBb8FZ5cCPo4ePE6SOoKI++tbIL9wyx4dC6k9z7vpYS26c7OWt6+IvL8AwVBENohsfRMEIIoLEQb7BAE4ZJlDIsnKbwToQEDdrMbV4ULM164yPoMNYYqoMS7wNWkBsze1KgGjftFNlCW2ZuYozvPOU7\/1XZ8d\/fDG9jfqDiUeBnORrIyslhSEkqptbRR55\/N6injl5KVKFCSlTAQjScaU3nzLT10Kz244z0QD8rLNSQ64lDlK7HttlBxsLxdVhupjpWhO1aGDkgDqvYb8mXF4uiVRHn6qQRSSChHPRL2tpZACgRg3p8qk0QDboJf\/aVh51lL4Zu\/w7X3Q1wG\/PQ5OMww5SUwJkCXobB\/Paz7H9z5esveg9BiIkNabyt4QRCE1iYSRYIQRKFqkSgShNaiDdGToutKODG4bH7sFjs2CxddA+qmCFsbStHRwiZdw5Wgb\/DYb5Ku4J7zJIoAjPP2U\/brZAKeE42OJ9F3hLsiQ\/nROIAtednITcy4BPBzqGwzAPGRGSSFdsNc6sDna3xPpHpJYA63QBegC0T6Y4koDcd32EvZ9lI8lvZdbaQ6UoL+SAl6oANwGSBL4OsSj6NHEhXpMRRF6cgNCSXbDY5g7JIeCMDcP8LWb6D\/mMokj6KBiYEvXwZDQuUSNIDiY5XL0owJp8ckda08LrRbURqRKBIE4eIlEkWCEERhoSJRJAgtRa0IJcXQFYMyEZ9Twmq24bLLF3UD6qaI3mskb0Pjdzg7mz1G1+Cxf1X15W6VGsl37mV+CqcL43c2ykeFg9\/e6JjUuLla2kBWZleWnASTo6LR16hLke0YRbZjhKkj6Bg3iIA1BJu18fGdz5nVRqorNEQ74lDlnao2OtQ+q43OJsmgPlCE4UARBioTSIOpTCB5uyXg6JlMeVo0RZE6ctUhZLvB1VIJpDOTRP1ugKl\/q+w51BB71sAvK+GR2ad3SQPwnbWLnt9DZXdlob2KDBWJIkEQLl4iUSQIQaRUqAgLCcfpaf4PFoJwqVGgIEnfmejQFGR3KFaTFX9xgHJswQ6tzYsuiiRvUU6zXMuqb3gCPE\/Wkt9pIKn7N553rDq3CN3BblizjgMX1nMo1XeAu2O1rPX1YceJ7Au6Rl2cPht7StYgyRId4npjkFOoKLUgyy2QwamqNuoKdIUoXxzhpdrKaqMd7b\/a6GySDCH7ThKy7yRGIBMYCsgKCW+PROzdk6hIi6bQWJlAOuaScTelJVXVcrOt30Cf6xuXJHLZ4MsXYdiUmr2H4jMrH8veDpn9wWWH7G3QdXgTAhWCLUokigRBuIiJRJEgBJlOaxSJIkG4QHHh6cRpM1F5TzWgLvNSgQtom9uOt0UGu56Cz\/Ka7XqmsFBoRB\/wL+Kv4PEGJIoAtD\/tx5s0AJd27wVGB6Gyg+uVG+mU2ZNlhW6szuarMJMlmWMVu4BdROoSSQ\/vg73cg9vtOe+5F8qlcuNKcEMCqIZpiLafVW10kZICMiG7CwjZXUAklQmkKwBZpcDbKwlb10TKU6M5aYzguKoygdSgTfxWfAA\/fw2hWohLh5X\/qj2m1zWQ3K328W\/\/AZIEYx+ueXzAWFj2Dvz3Ueh\/Axz5GZxWGHFHo+9baDtERZEgCBczkSgShCDTaY0Umxrfd0MQLkUGTRxJEZ3RBAw4LG6cJhcW06XdgLopwnwaTP8rxe9pvjU85Sp1oxJFf6Mnj2m0KFyOBo3XLdiO755e+HyHLjDCSpm+PdwTp2OVpwd7C5u\/V0yFs5AKZyEqRQidEi5D6dJhMVmbfZ4aJDBHWKAb0A0ifXFElJyqNtpegsfWcgmrtkLyBQjZkU\/UjnyigCxgGCCrlXh6J2HrlkhZSjQnDREcV6jJccnU6KFdfurfY7cDVn5U9yRRSbUTRdnbYcMX8NsPIDS85mOh4fDb9+HLlyobWxviKyuV0no1z00LQSEqigRBuJhJJpPpIljZLgjt15frP2Ln0Z+CHYYgtElhah0puq5EKGJw2wIt0v\/lUqUMKFEtoNmrTj59dQrHnI17a7G\/7N902v19g8f7dVrKbo9F9hQ1Nrw6HVT15bsTFhzuln19pei7EqvqiKnUit\/flPVRF0AGg02PKk+BdbcF0+Hm6dPU3skadWUCqWsipclRFOrDyVGoyXXJ+MU7ZOEccqYkYhTJIkEQLlKiokgQgkynNQY7BEFoM1SKkOoG1AGXEovJitsh46aFKzEuMbIsE75ew8lDBc1+7SJv4z9dfxozlJdoeKJIaXVgWOvHNEwDgaYvM+zi20lKYiTfOTpxqLjpDb3rk285QD4HiNAYyTQMxGOScDicLTZfDRKYdRboDnSHKF884SVh+A57KndSuwSqjeoiubyEbjlO6JbjRFO50RyArFXj7pOCtUsCZUlRFOjDOS6pyHXJBEQC6ZKnVUkiSSQIwkVNVBQJQpBt3LeCpVtmBzsMQQgKCYkkfSeiQ9OQ3KFYTDb8\/mDshX1piT5gJG9B8ydEAjHhPP\/QzY0+L1T2Y9n+MEqrqVHn2a\/piS31SKPnO5c9qoGszCvB7W35PlcKFHSMGoDWF0dFWfCWT0qyhMGmQ5l7qtroiKg2qo8cEVKZQOqcQElSJAW6cHJQke+SL4bN54QG6qhXsm1iQrDDEARBaDGiokgQgkynjQx2CILQqmLD04jXZqLyhWMzOfCUeTGJBtStJrokkrwFOS1ybW969AWd55aU7O50BX23L2nUeeHf78E7ZSBu9Z4LmrcuPX1bSUuOY5ktjWOlzdfkuy4BAhwu\/xmAOGM6yWHdsZS68Hob0eSpGciSjElngR5AD4jyxhNRosVzyE3ZjhK89taNpy2TbB40P2Wj+SmbWCoLtABkgwZXnxQsnRMoTTBSoNOSI6s4IRJIF6UkbQN3whMabOzYsfz000+YTKZgh9LuTZ8+nblz57Jr1y7S09ODHQ4Ar7zyCq+++iqLFy9m+PCG7\/jYq1dlL7fdu3dXH5s9ezYPPvgg7733HlOnTm32WIVKIlEkCEGmF0vPhIucXhNDUkRnwuRIHGYPTpMTi8mHaEDd+vQOHQWftlzyw5NivOBzPzQO4UMalygC0H++nfJ7uuH3HL3guWtdM1DMbWEl7MwYxPe5hXj9Lb8sq9h+nGL7cTQqLVmxlxGwarBZbS0+b11caheuJBckQciIcGJtepS5EpZfzJiPmoISU1snmV2E\/XCEsB+OEE9lzg1AjtTi6peCOSue0gQjJ8K1HJOVFLpE+qg9SwxvW4miBx98kNmzZxMZGcmBAwcIDQ0NdkiXjOPHj9OnT59zjklNTa2R6LiYzJ07l+nTpwPw\/fff079\/\/yBH1HatX7+em266ibvvvps333wz2OGcl0gUCUKQ6cKMwQ5BEJpVmCqCZH03dIoY3DYZm9WGwwoOkRgKKo1Pg2VmOX53yy3tc8TpL\/jcf\/szeDs6gZCyk406T+EPELkwj7Lx0cjesgue\/2ySJNPPv4UOaUksMSWRX9H8\/Zzq4vI52FOyFoAOcb0xkkpFiQVZDk5iobLayFxdbRTti0dbFIb3kJvSHaX4HKLa6FykCgdh3x8i7PtDJAA9Tx0PxITj6pOKOSuO0gQj+dowjgWUFLlFAqk9SG5DFUVWq5WvvvoKSZKoqKhgyZIlTJgwIdhhNdqHH36I09lKPdtaQEZGBrfddludjxkMhlaOpvXMnDkTSZKQZZlZs2bVmyi67777mDhxIikpKU2e88Ybb2TQoEHEx8c3+VpC\/USiSBCCTDSzFto7lRRCiqELBlVSdQNqj1OmTDSgbjMUAQV848NR0rAt6C+UzRh+\/kH1kCWJLR2HMaxsQaPPVZZZMGyKwjQoBALNW\/0T6S9giu4kPxsu44fcPPwBX7Ne\/1xyKn4BfsGoi6NDRD\/sZT7cbnerzV8Xp8qFM9kFyRB6VThx1jOqjbJNQY3tQlgCFvZ693PYd4RSfxk22UaYFEaqMpVhoUNJUSXXGF\/sL2GZ8ztO+AvRKsLor+7HsNChKKSajY29spf3bR+RoezAzdqxteZVlNrRrj6AdvUBEoFep47743S4+qZg7hhHSbyRE2FhZAcUlIgEUpuS2IYSRYsWLcJut\/Pggw\/ywQcfMHPmzHaZKEpNTQ12CE2SmZnJM888E+wwWtXRo0fZsGEDN9xwA4cPH2bBggW89NJLhIWF1RobHR1NdPSFLU8\/m8FguKiTb22FaNcvCEGmUqoJC73wD1eC0NqqGlD3jh1JH8NYUv1DCZQYqCi0Y64IXuWDUD\/dBi3l+5qv2qY+5ghNk85\/M3zwBZ8buieH8JMZTZq\/PgoCDA5s4jfpSuINrf8NpslZzM6S7zgmr0ebEMAQeeGVW81JlmRMejNlPU14p8hEPxVP2t0dSLg8EZVWHezwGmSzZyvLXSupCJjoqMpkaOgQ0pSpHPQd5BP7p+zx7K0e65bd\/M8+m6JAMf1D+hKtiGa1ew2bPFtqXXeN6we8spfrwkY2Kh5lsZXwFftJ+mAdfZ77mjFPz+OhZ+bw7L+W8NSmXfy2uJBxkoOBWpmoEKnJ9y9cmKQ2tPRs5syZqFQqHnnkEYYPH866devIzc2tc2yvXr3o1asXZrOZ3\/\/+93Tp0oWkpCRuuOEGdu7cCUBhYSH33XcfWVlZJCQkMH78eI4erXtpb05ODjNmzKBnz57ExcXRpUsXpk+fXuf8RqORsWPHUlBQwP3330\/nzp2JjIxk\/fr1QGWPIqPRWOc8S5YsYfz48WRkZBAfH0+vXr2477772LdvX\/WYI0eO8Oyzz3LllVdWjxswYADPPfccNlvtZbxV83m9Xl555RV69epFXFwcAwYM4JNPPjnXU95kixcvZtq0afTr14\/ExETS0tK44YYb+Prrr+s957\/\/\/S9DhgwhPj6eHj168Oyzz+Jyuaqf14b66aefmDRpEpmZmcTFxdG\/f39efPFFHI7Gf5E0a9YsAG6\/\/XYmTZqExWKp9x5eeeUVjEZj9c8bKpftGY1Gpk+fzsGDB5k6dSoZGRkYjUaOH69\/w43Zs2djNBqZPbvmZkBVz0VxcTEPPPAAmZmZJCQkMGrUqBrznslqtfLyyy8zZMgQEhISSEtLY8KECWzcuLHW2JMnT\/L000\/Tv3\/\/6rGXXXYZjz32GGbzhVfNX8hrsaqC64YbbiAtLY3ExET69+\/Po48+Sl5e87QYEBVFgtAG6MIicbrtwQ5DEOoVE55CfFgmar8Om8mJp8yDCTcQ3OoG4fyiD0eStzanVeYyhYY2qSf513ISjsQOaAtzLuj8iGW78N7ZH4+07\/yDL0CsP5c7DQVsNAxiQ14OATnQIvPUxyd7OFC2AYDk6M7EqbIwldrbzE6BzpDT1UaaqyPQW3Uoj0uYd5mw5LTNpafJyiTuDr+DDqqaDV+P+3L5zD6Lb13L6KrugkpScch7GKtsY1r4XaSpKqsfPrXNYptnB5eHDqk+t9B\/ko2ezfxKOwGN1LTkaRVloYXwwn2Es48UoN+p4\/5UI87eKZgyYimOM5Cv0ZDtVVDhFQn7lpQa0TYSRQcOHODnn3\/muuuuIy4ujttvv51169Yxe\/bseqtbvF4v48ePx+VyMX78eEpKSli0aBHjxo1jxYoVTJgwgYSEBG677Tays7NZvnw5t912G1u2bEGpPH3fW7duZcKECTgcDq6\/\/no6duxIbm4u8+fPZ9WqVaxcuZIOHTrUmLuiooLrrrsOo9HIhAkTcLvd6HS6c97jH\/\/4R9577z0iIyMZO3YssbGxnDhxgnXr1tG3b1+6d69sKb948WJmzpzJ8OHDGTZsGIFAgK1bt\/LWW2\/x008\/sXTpUtTq2gnsadOmsX37dkaNGoVSqWTRokU88cQTqNVq7rrrrkb+RBrmhRdeQK1WVycnSktLWbZsGXfddRevvvoq999\/f43xL730En\/\/+9+Ji4vjzjvvRK1Ws2jRIg4dOtSoef\/973\/zxBNPYDAYGD16NLGxsezYsYPXX3+d9evXs3jxYkJCQhp0Lb\/fz9y5czEajYwePZp+\/frx8ssvM3PmTG6\/\/fZGxXXs2DGuvfZaunfvzpQpUygvL29wHGczm82MHj0avV7PpEmTKC0tZeHChUycOJG1a9dWv16g8vU4ZswY9u\/fz5AhQ7j77ruxWq0sXbqUm266iU8\/\/ZQbb7wRoPp1npubyzXXXMONN96Ix+Ph+PHjfP7558yYMaPJVU4NfS0GAgHuvvtuvv76a5KSkrj11lvR6XTk5uayaNEiRo0a1SwVeiJRJAhtgDEimmJTfrDDEIRqupBokvVdCJONOC1eHCYnVlMA0YC6fYkqiyTvi5xWm69M0fQPT+s6DOOGC0wUARjm7absrkwCnvq\/jWwKJT6GsZGsjI58W6Kh1FraIvOczwnLIU5wiHCNgY6GgXjMShz2ll1a2BgBKYBJb65cU9ULYrwJaIvDcB9wUbazBJ+z9ZbwnUt3ddc6j6er0uig6sBRXzZF\/mKSVUmYZQsAicrE6nFJykS2eE7\/+x2QA3zt+JYuqk71Xrs5KfNMROSZiABSgKruIP4OUdh7p2DOiKEoxkB+qIajXgmLSCA1i7SItvERaubMmQBMmjQJgJtuuoknnniC2bNn8\/TTT6NQ1F48cvLkSYYMGcInn3yCSlV5H7179+Yvf\/kL1157LVOnTuWll15Ckior1h5\/\/HH+\/e9\/s2TJEm6++WagMtl0zz33IMsyq1evrtHMeePGjdx44408\/fTTfP755zXm3rdvH1OnTuXtt9+ukXSqz\/Lly3nvvffo3r073377LVFRUdWP+Xw+ysvLq\/8+adIkHnzwwVoJhldffZVXXnmFRYsW1dlDqKCggA0bNqDXV1ZqPvDAAwwdOpR33323UYmi7OxsXnnllTofGzRoEKNGjar++\/z582sl0Ww2G9dddx0vvfQSd9xxB1qtFqislPrHP\/5BUlIS69atIzY2FoBnnnmGa6+9tsHxHThwgKeffpoePXrwzTff1Hgu33zzTZ5\/\/nn+9a9\/MWPGjAZdb8WKFZw8eZK7776b0NBQ0tLSGDp0KBs2bCA7O5vMzMwGx7Zp0yaeeuop\/u\/\/\/q\/B59Rnz5493Hvvvbz22mvVr\/\/hw4fz8MMP8\/HHH9doIv3UU0+xf\/9+3n77be68887q4yUlJVx99dU8+uijjBo1Co1Gw7p16zh+\/DjTp0+v9XO22Wx1JiEbq6GvxU8++YSvv\/6aESNGMG\/evBpL\/ZxOJy5X8+wiLJaeCUIbEK0TzdiE4NKotGRFDaBfzA30CBtNpL0bjkIFZSctOBztt7nkpUznjODkp\/m05t7cJf6mL4V5OeyyJp2v8HgxLi5BUhmbHMu5JPiOclfkEQandkQieEuA7B4zv5Ss5qBnJSHxLiJj2mbfBofaSWlyOdaRDjS\/15E0I43UW9LRp7fNeAGUp94mV\/UfMkiVb95P+k83XC8MnMSgOH0PGzybqAhUMCZsdCtGWpsypxz9N7+Q+s\/vGfjnRYx7ai6P\/3EOz85cyeM79zGtopixSjd9tBChEkvYGkOvlogMDf5HKK\/Xy+eff45er69eehQREcHYsWPJz89n7dq19Z7717\/+tTpJBDBx4kSgskrkT3\/6U3WS6MzH9uzZU31s+fLl5ObmMmPGjFo7fg0dOpQxY8awcuVKLBZLjcdCQkJ44YUXGpQkgsoKGIC\/\/e1vNRIbACqViri4uOq\/JyUl1VmFct999wHU+3w8++yz1R\/MATp16sTgwYM5fPgwVmvDey0eO3aMV199tc4\/q1atqjH27CQRVP7spkyZgsViYfv27dXHFyxYgN\/v58EHH6xOEgHodDqeeOKJBsf33\/\/+F5\/Px2uvvVbruXzkkUeIiYnhyy+\/bPD1qpKUZ1YP3X777dVLohojPj6+UfdyLuHh4Tz33HM1kqRTpkxBpVLVeF7LyspYuHAhV155ZY0kEUBsbCwzZsygtLS01uumrv5LERERzbLTYENfi\/\/+979RKpX84x\/\/qBVPWFgYkZGRTY4FREWRILQJUfq48w8ShGaklNSkGLpgVCchO1WYRQPqi0qoLwTbbHOrVm3IaiUlnqZnpTYGojGld8N4fP8FX0N9shz9zizMvWwgt9xzoMbN1dIGsjK7sqQITPaKFpvrfGRkjpRvBSDWmEZKWA8spS683ra3K1lACmAynFltlIj2ZCjugy7KdpbicwW\/2sgUMJPtO4ZOiiBeUflvdCd1JyJcEcxzzKeXuielgTKyfce4XlNZKVDuL2et6weu11yLXnHu5TTBojxaiv5oKXogDahKy\/o6x2LvmUJFejRF0XryQkI56gFH8H8UbU5KG1l2tnTpUkpLS7njjjvQaE4vcZw8eTJffPEFM2fO5Jprrql1ntForLUsJSEhAahsyFxVyXL2YydPnk6Qbt1a+bvmyJEjdVbRFBcXEwgEOHr0KP369as+np6e3qiGxtu2bSM0NJRhw4add2xVgmLOnDns378fi8VCIHB6efCZ8Z+pb9++tY4lJ1c2sTebzeddGldl5MiRDU60lJSU8Oabb7Jq1Sry8vJq7fZ2ZqxVCbqhQ4fWus7gwQ3v61f1M\/v+++9Zt25drcfVajWHDx9u0LWKiopYsWIFmZmZNWIYN24cTz\/9NHPnzuWPf\/xjgxOCPXv2vOClZmfr2LEjERERNY5VJRXP7CO0fft2\/H4\/Ho+nztdwdnY2AIcPH2b06NFcfvnlJCQk8Oabb7Jnzx6uv\/56rrjiCrp06VIjsdoUDXkt2mw2Dh48SGZmJh07dmyWeesjEkWC0AaIiiKhpUmyRII+kxhNBxQeDVaTHV+JjwrazlIVoXkoZAWKb2XsJ2s372xJ\/vQoAs1UvbQ8dRi3NyFRBKDZdgRPan+chpbpV3SmVN8B7o7RstbYhx0nslt8vvMpsedSYs8lVKklK3Yg2LRYLa37emgMh9qBI9UBqaAZqcNg0SEdlzDvrMCaazn\/BZqZX\/az0PE1Pvxcq7mmuqJII4VyZ\/gUljlXsN2zA62kZWToVQwJqUy3LHYuJUmZyMCQ\/uT7TrDEtZyT\/pPoJB3XaEbQN6TPuaYNKtWhEgyHSjAAHYDBgCyBr0s89l7JVKTFcDJKR546hGw3ONtGW6ygaGvLzs7uBzNixAiSkpJYunQpFRUVtaoL6kp8VFUX1fVY1Yf9M5POFRWVSfEvvvjinDHa7TX7b55ZEdMQFouFxMTEOpfQne2pp57i448\/JiUlhRtuuIGEhITq5MOrr75a746RZ1ZwVKm655bo\/1ZRUcHVV19Nfn4+Q4YMYcSIERgMBpRKJbt372bp0qU1Yq2qJImJial1rTMrqhoyL8Drr7\/exDuAuXPn4vP5qpc8VtHr9YwZM4Yvv\/ySVatWcf311zfoeo19XZxLfYk9pVJZ4+dZ9Xxs2rSJTZs21Xu9qtewwWBg5cqVvPzyyyxfvpwVK1YAkJKSwqOPPsq9997b5Ngb8lqsqtJLTEysNba5tY3fdIJwiYvSi0SR0PyitEkkarNQ+3XYzS7c5W7MogH1RU+\/OZyCPa3f88yb1jylzgAvqgcwSfkfpCa+Sdd\/tR3f3f3wBpqWdGqIUNnB9cqNdM7sydJCN1Zn6yc4zub2O9hb8gMA6TG9iFSkUVHStncmDEgBKgxm6A30lojxJKAtCsN9wEnpzhL87pbNUARkmUXObzjuz2WAuh99QnrXeDxeGcdvIn5d67ztnp3k+vOYHnEfHjzMdswjQRHPr8Mnc8h7hEXOxcQoYkhRJbdo\/M1JkkF9oAjjgSKMQAYwFJAVEr7uidh7JFKeGsPJyAiOq0M45gJ36\/Z3D4q0NlBRlJ+fz\/fffw9wzh2vPv\/8cx544IFmn7\/qw\/i8efMYPbrhyywbW3lhMBiqq5POlSwqKSnhk08+oUePHqxcubJGVVRRURGvvvpqo+ZtSTNnziQ\/P58\/\/vGPPPnkkzUee\/PNN1m6dGmNY1XPdWlpKWlpaTUeKy4ubvC8VdfJy8trcJVUfaqWlr3yyiv19mWaOXNmgxNFzVWR0xhVz8FDDz3Eiy++2KBzUlNT+eCDDwgEAuzZs4c1a9bwr3\/9iyeeeAKj0citt97akiEDp5NJhYWFLT6XSBQJQhtgjIhBISkJyJfwV3RCk0WERJKs64KWKJxWHw6zA6tZNKC+lMRkR5K7Kicoczvjm6\/XzAFZR3FmX+IPb2vytYzz9lH261QCntZJnmX49nBPnI7Vnh7sKTzWKnM2xHHzbo6zG0NELB10\/XCWB5qt4WVLcoQ4caQ6IRXCRuoxWPRIx6msNspr3mRcQJb52rmY3d699Fb35MawMQ06zxawscK1iitDhxGjjOZn9zacspNx2psxKPR0VGVy2Hekcic01YRmjTkYpICMek8Bxj0FGIFM4HJAVinw9kjE1j2JitRoCo0R5KpCOOaS8VxECaS2kCiaM2cOgUCAoUOHkpWVVetxn8\/H3LlzmTlzZoskigYOHAjAzz\/\/3KhEUWMNGDCAFStW8OOPP3LllVfWOy4nJwdZlrnqqqtqLZ2ra5vzYDp2rPLfhTFjav9+qSvWnj178u2337Jp0yb69+9f47EtW7Y0eN6BAweya9cutm7dytVXX93IqE\/bsGEDR44cISMjo94lgcuWLeO7776jpKSkWauFmlP\/\/v2RJImff\/650ecqFAp69+5N7969GTRoEGPGjGHZsmWtkiiKiIiga9euHD58mKNHj7bo8jORKBKENkCpUGKMiKbc2vBvBgQhVKklxdAVnSIOnwMsZhtOOzgJfiWD0PqiKozkzWuZnb4awh7TvD1Zvkq8nPubIVGkcLoxfmehfFQ4+O3nP6EZhMlWblRvonNmX5afsOBwt868DWF2lbDLtQKlpCYrYSCh7khMFe3jd0ZAEaDCaAIj0Eci1pNI2EkNrgNOynaW4Pdc+JctAVnmK+c37PLuppe6B+PDbkbRwG+5l7q+Qy\/pGRZ6OQClgTK0khaD4vQyggRlPKX+sguOrz2QfAFCdp0gatcJooCqjy+yWom3ZxLW7omUp0Rx0hjBcUUIOW4ZbztMIKXrgvvxSZZlZs+ejSRJfPDBB3U2RgY4evQoW7ZsYceOHTX6BDWHMWPGkJKSwnvvvcc111zDFVdcUeNxr9fL1q1b6+yr0xj33nsvK1as4A9\/+ANLliypsYyuatezuLi46p5LW7ZsqVF9dOLECZ5\/\/vkmxdDcqmLdtGkTPXr0qD4+f\/786uVMZ5o4cSKvvfYa7733HpMmTaru8WS323njjTcaPO+0adP47LPPeOqpp1i4cGGtPlUmk4njx4\/Xak5+tqolj48\/\/ji\/\/nXt6kqAF154gX\/84x\/Mmzevwbuotbb4+HjGjx\/PwoULefvtt5kxY0atyqatW7fSvXt3tFot+\/fvJzo6utZyv5KSEoBmaWbdUPfeey9PPPEEjz\/+OHPnzq3R0NrlcuF0Oqv\/WzGbzRQVFaHX66v7jTWUSBQJQhsRpYsTiSLhnJSSimR9FyLVSchuNRaTDW9RgHLabu8RoXXoXBEUfVqA3FxNgi6ATV97J5CmeFHZl\/vUIUheT5Ovpc4tRnegK9ZOTqD1Ppl29u0kJTGS5c5OHCoKXhKvLn7Zy8Gyym+vE6OySAjpjKnE3iI9OVqKPcSBPc0BaaAdZUBv0SEdkzHtrMB2ouGN+c9MEvVUd2dC2C3VfYnO56D3EPu8B7g3\/DcopdOVJr6zKoR9sj+ou+MFk+T1E7Ijj+gdeUQDnYDhgByqxNs7GWvXRMpSoijUR3BcoSbHJeNvu6sj6WQI7senH374gePHj3PFFVfUmyQCmDp1Klu2bGHmzJnNnigKDQ3lf\/\/7H7feeitjx47lyiuvpHv37kiSRF5eHhs3biQqKuqCqjXOdN111zFjxgzeeecd+vfvz4033khsbCwFBQX88MMPPPTQQ\/zud78jISGBm2++mW+++YarrrqKESNGUFxczHfffceIESOqq3haUnZ2dr3LsAAee+wxNBoNkyZN4q233uKpp55i\/fr1pKamsmfPHtatW8dNN93E4sWLa5zXqVMnHnvsMd544w0uv\/xyxo0bh0qlYvHixXTv3p19+\/Y1qIdT9+7deeONN\/j973\/PoEGDuPbaa8nIyMBms5GTk8NPP\/3ElClTamwffzaLxcLXX39NeHg448aNq3fclClT+Mc\/\/sHMmTPbbKII4I033uDw4cM8++yzzJs3j8suuwyDwcCJEyfYsWMHR48e5eDBg2i1WtasWcOzzz7L4MGDycrKIioqipycHJYtW4ZGo+G3v\/1tq8U9bdo0fvrpJxYtWsSAAQO44YYb0Ol05Ofns3r1at555x1uvPFGAL799lsefPBBJk+ezAcffNCoeUSiSBDaiCh9PBTsOf9A4ZIhyRLx+gxiNR1QesOwVNjxlfqowAmILeuFSiH+EOxzLXjtwd3dyqTVQDOGUChryO10Gen7fmyW62k3HMCbPACXdm+zXK\/B8wYqmBC6hT0ZA1iZX4rb2\/aWexVaj1DIEbQaPR0Ng\/CZldjt7avRvV\/hr6w26gf0UxDrTiTsZGhltdGu0nqrjaqWm+3y7qaHuhsTwsY1OEnkkt1861zGZSEDa\/QeilXG4MZNri+PNFUqbtlNrj+XLFXL7lDT3khuPyE\/5xL9cy7RQOdTx2WtGk\/vFCxdEihLjqRQH06OpCbXJTdbw\/wLpZKgoz64H5+qKjqmTJlyznHjx4\/nD3\/4AwsWLOCll16qc1vvpujfvz8\/\/vgjb7\/9NitXrmTz5s2EhoaSmJjI2LFjmThxYrPM89e\/\/pVBgwbx8ccf8\/XXX+N2u4mPj2f48OE1llC9\/\/77pKWl8c033\/DRRx+RkpLCgw8+yKOPPsrXX3\/dLLGcy7Fjx87ZC2n69OloNBqSk5NZsmQJf\/nLX1i7di1+v5\/evXuzaNEi8vPzayWKAP785z+TlJTERx99xH\/\/+19iY2OZMGECDzzwAMuXL29wz6G77rqLXr168d5777FhwwaWL1+OXq8nJSWF3\/3ud0yePPmc5y9cuBCHw8HkyZNr7Sx2pqysLIYMGcKmTZvYvHlzo3Zna02RkZGsWLGCjz\/+mIULFzJ\/\/nwCgQBxcXH07NmTJ598srqCa+TIkeTm5rJhwwYWL16M3W4nMTGR8ePH88gjj9C1a9dWi1uSJP7zn\/9w9dVXM3PmTObNm4csy9Xx1LV72gXNYzKZ2nDOXhAuHRv2LmfZz3ODHYYQZJFhiSSGZxEa0GMzu3C7RONpoX6SLBH2rZrSXSXBDoWlr97OZmfzVkz8lV08s\/a1ZrteQJKouKcXPt+hZrtmY1gUcSyzpXGsNC8o8zeUhERmVD8i\/IlUlLb\/HmfKgBK9WYeUU7vaaI1rHWvd6wkhhCGhg1BQO0nUVd2FRGXtkv1vncs45D3Mg7oHCJVOb+3slj380\/ouINFL3YMc33GKAkX8NvweklVJLXKPl4KANgRP3xSsXRIoTYqkQBdOjqQizynTWh9mOhlU\/DxBbEAitA1r165l3LhxPPLII21uiZ3Q\/omKIkFoI8TOZ5em8BAjybouhBONy+rDbnFgs8jYRANqoQGMW3Wc2NU2kg4lKKCZP669JnXn6bBwFM7m6fGjkGWMXxyh7PZ4ZE9Rs1yzMfSBYm4LK2Fnh0F8n1eI19\/0ZXUtQUbmaPl2AKINKaRpe2Itc+PxBLdq7UL5FX4qIk0Qyalqo6TKaqP9Dsw\/VvZn8uDhB\/dPdZ5vVBhrJYpyfXls9Wxjqvb2GkkigFAphKna21niWs7Pnm3oJR0Twm4RSaImUjg8aDZko9mQTSzQ7dTxgC4Ud99UrJ3jKU2MpCBCSw4q8l3Nn0DqHORlZ8KlqbS0lMjIyOqt0qGyp1BVcuhcO98JwoUSFUWC0EYUmwp456tngh2G0MLUSg2p+m7olfH4HBIWc8P7aAjCmaKPR5I3MyfYYVR77cUp2H3N\/5Zid\/mndPtlZbNe09MpmYphdggEbxlYhTKJJeZ48ssLghZDY6iVGjpHDkJyhGMxXzx90VQBFXpzBByTqdhRjr3w4rm3S13AqMHVNxVrpwRKEowURGg5JispcF3476nf947g2QHNt8OjIDTE+++\/z7vvvsvw4cNJTEzk5MmTrF69mpKSEqZMmcL7778f7BCFi5BIiwtCGxGli0OpUOIPtJ9GosL5KVCSbOhMVEgKsquyAbWvWDSgFpom0mwkf07baY4ciNa2SJII4D\/RQ\/k7zZsoCjl8goiUntjSjjTrdRsj0l\/AlPCTbNVfxrrcPPwBX9BiaQiv38Xe0vUApMX0IFrZgYoSK4FAO9y26gw+hY\/yqmqj\/kpiXZU7qTn3Oyj7pYRAe9yWSwBAYXKhXXsY7drDxAM9Tx0PRGtx9UnFkhVPSYKB\/HAtxwJKitzn\/x3W2aBu0ZgFoS6DBw9m\/fr1rFu3joqKCpRKJZ07d+bJJ5\/k3nvvDXZ4wkVKVBQJQhvyzld\/pNiUH+wwhCaKj8ggTtMBpU+L1eTA622fyzWEtincHY75g1I8trazbMnTP5WXbh7WItdWEsC+\/RFUlvJmv7ZpygDc6tZtbl2XEmUaS8ojOWk+GexQGkUfGkOGrh9Ok4zL2faadDeVKqBEb9KdrjY6KRL8F7NAbATOvqmYs+IojTeSH6bhWEBJ8RkJpDU3xdIvJuQcVxEEQbg4iESRILQh83\/4kF+yNwY7DKGRjGHxJIV3IjRgwG5243JdfB+YhLZB7VcTmOXBmmcJdig1WG7qxRsDep5\/4AXaZP2cgdu+afbrBpQKyu\/uht97tNmv3Vh+VGxkEBvycgjI7auKRSmpyIoaSKgnClN523ptNqcIVziawpDKaqPdpaLa6BIRiNfh6JuKpWMcf36sHxEhyvOfJAiC0M6JRJEgtCHrdy9hxbYvgh2GcB7aED0puq6EE4PL5sdua55Gu4JwTjKEL9dQsq31mzCfT\/G0K3gvNa3Frn+H4jj\/\/f7\/WuTa\/igdZRP0yN6yFrl+Y51UdeTbkjBKrcHfye5CJOgySQzpirnUgc\/XtpfTNYXKX1ltJB8LULGjHEeR+HfgYqdPNXD3j78NdhiCIAitQvQoEoQ2JCEyNdghCHVQK0JJMXTFoEzE55Swmm247DIuLt5vzoW2J2qHgfxtucEOo062yIgWvf7MQDofxiQRWtr8jZ+V5VYMG6MxXRYCgeAv50vwHeU3kSGsNw5kS142rbfxd\/M4ac3mJNmEhejIihuEz6K+KJPpPqWf8mgTRAMDVcS5kiurjfbZK6uNfKLa6GIT0y022CEIgiC0GpEoEoQ2JCGq5b6RFxpOgYIkfWeiQ1OQ3aFYTVb8ogG1EEQxeZHkLs0Jdhj1skRoWnyOjR2HcVVpy1Rchu7NITytD\/a4gy1y\/cZS4eFqaQNZmV1YUiRhslcEO6RGc3qt7C75HkmWyIzri05OoqLUgiwHJ\/FlNpv55Zdf2L9\/PyUlJVitVsLCwujQoQNXX301aWk1\/\/0tKiriq6++Ij8\/H61Wy+DBg7nqqqtQKBQ1xnm9Xt544w2ysrK49dZbIQN0N0Sir9ARyPZXVhsVX3yJsktRTJeYYIcgCILQakSiSBDaEJ3WSLhGh90ltkxvbXHh6cRpM1F5TzWgLvNSgQsQ\/YaE4Iq0GMif3TYriapUaEJa\/D+Vv4cP4SpabmluxLJdeO\/sj0fa12JzNFaq7yD3xISx1tiX7Seygx3OBZElmaMVO4AdROmTSNP2xlbmweNp3eqtn376iTVr1hAdHU3nzp0JDw+ntLSUvXv3snfvXqZMmULfvn0BcLlcfPTRR\/j9fgYNGkRxcTHLli1DqVQyYsSIGtf97rvv8Hq9jB07tvqYV+GjLLqistpokIo4ZxKawhAc++yU7ykT1UbtlKgoEgThUiISRYLQxsRHppJd2HY+qFysDJo4kiI6owkYcFjcOE0uLCYvYA52aIJQTesOo\/Szojb\/wbJM0fJvJ74LxGNL7kjEiZZrPG2Y8wtld3ck4DneYnM0Vojs5DrlRjpl9mRpoRurs\/0ueS13FFDuKECtCKVT4mUoHBFYzK3zxUhqaioPPPAAHTt2rHE8Ozubjz76iIULF9KzZ09UKhX79+\/HYrHwu9\/9joyMDAD+9a9\/sXnz5hqJohMnTrB+\/Xp+\/etfExYWVu\/ctjA7tkw7ZELEqWoj+Zifiu1lOEocLXPDQrOL6SoSRYIgXDpEokgQ2pgEkShqEWFqHSm6rkQoYnDbAtisduxWsIvEkNBGqfwqPPOduM3uYIdyXsV+CVqhl8736cO4uQUTRQqfD+M3xVTcaET2mVpsnguR4dvDtLgIVnt6sbuwfVYXVfEG3OwrXQ9Aakw3YpSZVJRYCQRaLiHaq1evOo9nZmbSsWNHDh06RGFhIampqZhMJgBSUlKqx6WkpHD8+OkEYiAQYP78+XTv3r3ea9fFp\/RRHlMBMSAPVBHvSia0QI1jr52yvaXI\/vbVk+pSodKoMHQwBjsMQRCEViMSRYLQxsSLhtbNQqUIqW5AHXApsZisuB0ybsSyPqEdkEGzWk1xTtvYietcZJWCUk\/rfLh9RTOIm6T\/IbVgnxt1UQX6nVmYe9lAblu7dmlkG2PVG+mU2YflJ6w43O2\/902eeT957EcXFk2GoT\/uCnA6na0ag1JZud15Vf8ho9EIVFYMdejQofr\/Vx0HWLduHWVlZdx9990XPK8kSVjDbFg7Ah1Bf2M0+vIIAkf9lO8oxVnaus+DUL+oTtEolIrzDxQEQbhIiESRILQxCVEiUXQhJCSS9J2IDk1FcmuwmGz4i\/1U0P4\/SAmXnqjdRvK3tJ3lT+fiT4uitYogfg5EUtGhB1HH9rToPJptR\/Ck9MNp3N+i81yozr5dpCRG8p2zMweLcoIdTrOwesr4pWQlCpRkJQwgzBtLRVnLV3xWVFRw+PBh9Ho9iYmJAHTr1g2dTsdnn31Gv379KCkp4fDhw9x4440AlJaWsnLlSm666SYMBkOzxeJVeCk7VW3EZWoSXNGEFKhEtVEbEN1VNLIWBOHSIhJFgtDGxBmTUUgKAnLb7knSFsSGpxGnzUTtC8dmcuIp82DCDbT9pTqCUJ+Ygihyvzk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3N9b\/m+aSrbGjA6GHBxsMHoYMDoYGP+3sXeBrfKNtSuYmsOhjyq2KpvkFiYMmUKeXl5tG\/fnnfffVerR+9gkyZN4vjx4zRq1Ihp06ZRr169ii5JROSWoaBI5DZSo0aNazafvFVlZmayYsUK7rvvPtzd3dmwYQNHjx4tMvAyGo0YjRWzZaZWrVolevuMyO3AYDBwl+OVFTP3Yf\/XFwCXLueTlXMlPDp\/VYB0LufK8fM5+ZzPtRxzMffK\/jcbw5UvA2Ao+NPGYMBgAJuCYzZ\/Oob5GDjZ\/y\/8MV4dBNnbYKx0JQhS6CNldfjw4YouQW4RP\/zwQ0WXICJyy1JQJFKBmjVrBkBCQgJjxowhKiqKM2fOcPfddzNy5Ei6du1qMf7PPYoK+\/kAREREEBERYR57dR+j\/Px8wsLCCAsLY+\/eveTm5tK4cWMGDx5M\/\/79reo6e\/Yso0ePZuXKlZw\/f54mTZrwxhtvXPdzLl26lAsXLvDUU0\/h7u7Oxo0bWbRoEW+99ZbV2OJ6FLm6utKmTRtmz55NaGgoGzdu5PTp06xYsaLc+jUV1aOocNvgyJEjCQwMJDQ0lMTERGxsbDCZTHz00UdF\/kY6JSWFCRMmsHHjRlJTU6lWrRodOnTgnXfewcvLy2Lsd999x+eff05SUhKpqak4Ozvj5eVFUFAQb7755nU\/T+Fn9t\/\/\/pf333+ftWvXcuHCBe6\/\/35GjRpV5Od27tw5pk+fzooVKzh06BD29vZ4e3sTEBDAyJEjLd4QJH8\/lWwNVLK1pbpjRVciIiIiIhVFQZFIBcvNzaVHjx6kp6fTpUsXLl68yLJlyxg4cCBLly6lQ4cOxV7brFkzXnzxRWbOnMn9999v7gEEmMOI\/Px8nn\/+eb7++msaNmxIr169sLe3Z9OmTQwdOpRffvmFsWPHmq+7cOECQUFB7N27l1atWtGmTRuOHTvGs88+e81armXhwoXY2tryj3\/8A2dnZ4YPH054eDgjRozAYCj5CoGzZ8\/SqVMnXF1d6dGjB5cuXcLZ+eb0Yfn222+ZMmUKJpOJgQMH8v333xMTE8PevXtJSEjA0fF\/\/2edmJhIjx49uHDhAgEBATRs2JAjR44QGRnJ+vXrWbdunXmJ+\/fff09AQAC2trZ07twZT09PMjIy+Pnnn5k3b16ZgiKAjIwMAgMDcXFxoU+fPqSlpbFs2TJ69uzJpk2baNq0qXns6dOnCQoKYv\/+\/TRr1oxnn32WvLw8kpOTmTx5Mq+++iqurq5lqkdERERERG5tCopEKtiJEydo0aIFK1euxMHBAYDevXvTtWtXpk+ffs1w5oEHHsBoNDJz5kyaNWvGO++8YzVmwYIFfP3114SEhDBp0iTzipDs7GyeeeYZpk2bRq9evWjevDkAkydPZu\/evQwYMIDJkyeb5+nTp891NUr+6aefSEpKwt\/f39x3KDg4mMWLF7Nlyxbat29f4rn27t1LSEgIU6ZMwdb25jagXbt2LV9++SU9evQwHxsyZAhfffUVMTEx5s8mJyeHZ599lvz8fL755hsefPB\/rydPSEggODiYkSNH8tVXXwHw1VdfcenSJcLDwy2CPoAzZ86Uue4ff\/yR5557jk8\/\/RQbmyuv9DaZTPzzn\/9k9uzZTJw40Tx2+PDh7N+\/n+HDh\/Pee+9ZzJOamkrVqlXLXI+IiIiIiNzabCq6ABGBjz76yBwSAbRv3x5PT0+SkpLKPPesWbNwcnJi\/PjxFtuGHBwczGHA119\/bT6+ePFiHBwc+Ne\/\/mUxj7+\/f6lCnUKFTayfeuop87G+fftanCspBwcHRo8efdNDIgA\/Pz+LkAjg6aefBrD4OcXGxnLkyBGGDh1qERIB+Pr60rlzZ9atW0dmZqbFucqVK1vds3r16mWu28nJiQ8++MAcEgH069cPOzs7i7pPnTpFdHQ09evX5+2337aax93dHTs7\/W5BREREROTvTv\/VL1LBjEZjkW\/aqFOnDjt37izT3BcuXGDv3r14eHgwadIkq\/O5ubkAJCcnA1eaTh8+fJgmTZoU+dYxX19fNm\/eXOL7X7p0iSVLluDs7ExwcLD5uMlkom7duqxcuZL09PQSb2fy9vausGbehSuurlanTh3gyvauQomJiQD8+uuvfPzxx1bXpKamkpeXx4EDB2jRogXdu3dnxowZPP3003Tv3p3HHnsMPz+\/cnvzWsOGDa1WAtnZ2eHu7m5R97fffkt+fj4mk0l9iERERERE7mAKikTKqHClRl5e8e+VLjx39aqOQi4uLkVeY2tre805SyI9PZ38\/HyOHz\/OuHHjih2XlZUFXGlkDHDXXUW\/btvd3b1U94+JieHMmTOEhIRYrJixsbGhd+\/eTJw4kcjISJ5\/\/vkSzefm5laq+5enonohFa5sunz5svnY2bNnAViyZMk15yv8zFu2bMnKlSv5\/PPP+frrrwkPDwfgoYce4oMPPqBdu3blXndh7VfXXbjCycPDo0z3ExERERGR25uCIpEyKgx6CgOCohT2mikuFLpRCkOC5s2bs2nTphKPT0tLK\/J8ampqqe5fuLUsPDzcHIAUNaakQVFpGl9XlMLPcPHixQQGBpboGj8\/P\/z8\/Lh48SKJiYnExsYyd+5c+vTpQ0JCQpErzsqb0WgErvTMEhERERGRO5eCIpEyatSoEQ4ODiQlJZGbm1tkH5fCLWT33Xdfud+\/qFUthZydnWncuDH79+8v0RYvFxcXvL29OXjwIKdOnbLafpaQkFDiuo4cOcLmzZtxd3cnICCgyDFbtmzh+++\/Z8+ePVb9fG5XLVu2BGDXrl0lDooKVa5cGZPJhMlkwmg08tFHH7Fx40YGDRp0I0q10KJFC2xsbIiLiyMnJ0fbz0RERERE7lBqZi1SRo6OjnTr1o20tDQ+++wzq\/M\/\/fQTCxcutOrTU15cXV0xGAwcO3asyPNDhgzhwoULDBs2zLzd6WopKSkcPnzY\/Pc+ffqQnZ3NRx99ZDFuw4YNpepPFB4eTl5eHgMHDmTq1KlFfr3++usAhIWFlXjeW13nzp2pW7cu06dPZ+vWrVbnc3JyLAK3nTt38scff1iNO336NACVKlW6ccVexd3dnSeffJJDhw4VuU3x9OnT5p5WACdPnmT\/\/v0WfY5EREREROT2pxVFIuXgww8\/ZPfu3YwbN441a9bQpk0bHB0d+fXXX1m9ejX5+fnMnj27xE2bS6Nq1ao89NBDbNu2jRdeeIGGDRtiY2NDnz598PLyYtCgQezatYuIiAh27NhB+\/bt8fDwIDU1leTkZBITE5kzZw7e3t4ADBs2jJUrVzJ\/\/nx+\/vln\/Pz8OHbsGMuXLycgIIA1a9b8ZU15eXmEh4djMBjo169fseO6d+\/OO++8w5IlSxgzZgyOjo7l9rn82dy5c1m\/fn2R55555hl8fX3L5T6VKlViwYIF9OrVi6CgINq1a0fTpk0xGAz89ttvJCQkUL16dXbt2gXApEmTiI+Px9fXF29vbxwdHdmzZw+bN2+mXr16NyRcLM6ECRPYt28f48ePZ+3atbRr1478\/Hx+\/fVXNm7cyP79+83\/hkNDQ4mIiGD69OmEhITctBpFREREROTGUlAkUg7c3NzYsGEDX3zxBTExMcybN4\/s7Gxq1qxJ165defXVV2\/o1qr\/\/Oc\/\/Otf\/2LNmjVkZmaSn59P69at8fLywmAwMGPGDDp16sT8+fNZs2YNWVlZuLm50aBBA8aMGcOjjz5qnsvJyYmYmBhCQ0NZuXIle\/bsoUmTJnz55ZdkZmaWKCjatGkTR48epU2bNtfsr2M0GunSpQtLliwhOjqa3r17l8OnUbRt27axbdu2Is+1bdu23IIiuNKIOj4+nilTprBu3Tp27NhBpUqV8PDwICgoiJ49e5rHDh48GBcXF3bv3s22bdvIz8+nbt26DB8+nJdffvmm9rWqUaMG69atY+rUqURFRTF79mwqVaqEt7c3r732Gk5OTjetFhERERERqRiG9PT0\/IouQkREREREREREKp56FImIiIiIiIiICKCgSERERERERERECigoEhERERERERERQEGRiIiIiIiIiIgUUFAkIiIiIiIiIiKAgiIRERERERERESmgoEhERERERERERAAFRSIiIiIiIiIiUkBBkYiIiMjfULNmzWjWrJnFsfDwcFxdXQkPD6+gqsru8OHDuLq68tJLL5Xquo8\/\/hhXV1fi4uIsjru6uhIUFFSeJYqIiNzWFBSJiIjIHaswdOjZs2exY+Li4nB1deX111+\/iZXdebKysvD09MTV1ZU333yzosu55TVr1oyaNWtWdBkiIvI3ZFfRBYiIiIhI+VuxYoXVseDgYHx8fG7JgGH58uWcO3cOg8FAZGQkY8eOxdHR0Wpc7dq12blzJy4uLuVy3507d1K5cuVymUtEROTvQCuKRERERP6G6tevT\/369S2OGY1G7rnnHoxGYwVVVbywsDDs7Ox48cUXycjIIDo6ushx9vb23HPPPdSqVatc7nvPPffg6elZLnOJiIj8HSgoEhEREbkO3333HSNGjMDX1xcvLy9q1aqFn58fEydOJCcnx2JsSEgI1apVIy0tzeJ427ZtcXV1ZezYsRbHC3sJLVq0yHxsy5YtvPLKK7Rs2ZI6depQp04dHn30UebNm1dkfaXpURQdHc3gwYNp0aIFHh4eeHl58cQTTxAVFWU179U9gg4ePEhISAje3t7Url2brl278sMPP\/zlZ\/dnycnJbN++HX9\/f15++WUMBgMLFy4scmxxPYqCgoJwdXXljz\/+YOzYsTRv3py77rqLjz\/++Jr3LqpH0UsvvYSrqyspKSnMnDkTHx8f3N3duf\/++\/nkk0\/Iy8srcq6YmBiefPJJvL29qVmzJr6+vkydOpXLly9bjMvLy2PBggV06NCBevXqUatWLZo2bUqfPn2seiiVxtU\/3w0bNtCpUyc8PDyoX78+L774ImfOnCnyuh9++IHnn3+epk2b4u7uTuPGjenZsyerV6++7lpEROT2pa1nIiIiItdh\/vz5xMbG4ufnx+OPP87FixeJj48nNDSUpKQki6DDZDIRExNDfHw83bp1A+DMmTP89NNPAFbhQOHfTSaT+djkyZM5ePAgPj4+1K5dm4yMDNavX89rr71GcnIyH3744XU\/y+jRo7G3t6d169bUqlWLtLQ0Vq9ezYABAxg3bhxDhgyxuubIkSN07NiRJk2a8PTTT3Po0CFWrVpFly5d2LlzJ+7u7iW+f+Fn1bdvXzw9PWnbti1xcXGkpKRQr169Uj3LM888w48\/\/oi\/vz9GoxFvb+9SXX+1999\/n61btxIQEECHDh2IiYnhk08+IScnh\/fee89ibGhoKBMnTqR27dp06dIFFxcXEhISeO+990hMTGT+\/PkWYydPnkz9+vXp3bs3VatW5fjx42zfvp3Nmzdb\/Nyvx+rVq1m7di2BgYG0atWKbdu2sXjxYlJSUoiNjbUYGxUVxfPPP09+fj6BgYE0atSI06dPs3v3bhYuXMgTTzxRplpEROT2o6BIRERE7ngHDx4sduXJkSNHijz+xhtvMH78eGxtbc3H8vPzGTp0KGFhYWzfvp3WrVsD\/wt84uLizEFRfHw8+fn5tG\/fnm3btpGVlYWTk5P5XL169Sy2RE2YMMEqNMnNzaV3797MnDmTF1988bq3UEVGRlrNff78eTp16sSHH35I\/\/79qVKlisX5rVu38sEHH\/Daa6+Zj40dO5bx48cTHh5e4ubfubm5LF68GKPRSGBgIIB5ZU1YWBjvvvtuqZ7lxIkTbN26lWrVqpXquqLs2bOHrVu3mre5vfXWWzz00EPMmjWLkSNH4uDgAMDGjRuZOHEi\/v7+LFiwwPxzzM\/PZ\/jw4Xz55ZdERUXRtWtXABYsWICHhwdbt261+lzPnj1b5rpjY2NZuXKl+d\/f5cuX6dq1K\/Hx8ezatQsfHx8AUlNTefnll7G3t2fVqlU8+OCDFvMcO3aszLWIiMjtR1vPRERE5I536NAhxo0bV+RXREREkdd4enpahEQABoOB5557DoBNmzaZjzdt2pQaNWqwZcsW87G4uDiqVq3KsGHDyMnJISEhwVzL0aNHadu2rcXcRa2ssbOzY9CgQVy+fLlMW5aKmrtq1ar069ePzMxMkpKSrM57e3vzz3\/+0+JY\/\/79AYocX5zY2FhSU1Pp1q2buXl1165dqVKlChEREcVu8yrOO++8Uy4hEcCIESMseiHVqFGDzp07c+7cOZKTk83HZ82aBcCkSZPMIRFc+fcwatQoDAYDS5cutZjb3t7e6t8PUC619+rVyxwSAdja2tK3b1\/A8mcTERFBVlYWr7zyilVIBFCnTp0y1yIiIrcfrSgSERGRO56\/v7\/V\/8gXiouLo0uXLlbHs7OzmTVrFsuWLSM5OZnz58+Tn59vPn\/y5Enz9waDgbZt2xIVFcXJkyepVasW8fHx+Pr64ufnR6VKlYiLi6Njx45FbjsDOHfuHFOnTiUmJoaUlBSysrIszl99v9I6ffo0EydOZP369fz2229cvHjxL+du1qwZNjaWv3MsDBYyMjJKfO\/CbWdPPfWU+ZizszNBQUFERkbyzTff8Pjjj5d4vocffrjEY\/9K8+bNrY4V9YyJiYk4OTkRFhZW5DyVK1e2CJZ69uzJnDlz8PX1pUePHphMJlq1alVub18rad27d+8GoEOHDuVyXxER+XtQUCQiIiJyHZ555hliY2O5++676d69O25ubtjZ2ZGRkcHMmTO5dOmSxXiTyURUVBRxcXE89thj7Nu3j379+uHo6IiPj485ICoqKMrOziY4OJg9e\/bwwAMP0KdPH6pXr46trS1HjhwhIiLC6n4ldfbsWR577DGOHj1K69atad++PUajEVtbW3744QdWrVpV5NzOzs5Wx+zsrvyn5Z+bNxfnxIkTrF+\/nnr16uHr62tx7qmnniIyMpKwsLBSBUWl6Y30V4p6xsJVQFc\/49mzZ8nNzWXcuHHFznV1sPfJJ5\/g7e1NeHg448ePZ\/z48Tg6OtKtWzc+\/PBDatSocVPqzszMBMDDw6NM9xMRkb8XBUUiIiIipZSUlERsbCz+\/v4sWbLEYgvRrl27mDlzptU1V\/cpsre3tzhmMpn49NNPycjIID4+noYNG1K7dm3ztatWrWLPnj3079+fqVOnWsy7dOnSYrfHlcTChQs5evQo\/\/73vxkxYoTFuYkTJ7Jq1arrnvuvLFq0iMuXL5OSkoKrq2uRY1avXs3vv\/9e4vDEYDCUY4Ul4+zsjMFg4ODBgyUab2dnx9ChQxk6dKi5p1J4eDiLFy8mNTWVZcuW3eCKrzAajcCVwK4sTb9FROTvRT2KRERERErp0KFDAHTq1Mmqz0xhr6E\/a9y4MTVr1mTLli3ExcXh6urKAw88AEC7du24fPkyCxYs4MSJE1b9iQrv17lzZ6t5i7tfaZ\/lRsx9Lfn5+eatWv369aN\/\/\/5WX4888gjZ2dksXrz4htVRHlq2bMmZM2c4cOBAqa\/18PCgV69eLF26lAYNGrBp0yarrX83SuE2vQ0bNtyU+4mIyO1BQZGIiIhIKRW+XWz79u0Wx\/ft28fnn39e7HVt27YlJSWFqKgo2rRpY+7x8\/DDD1OlShUmT54MWPcnKu5+8fHxFq9dL89niYyMZO3atWWa+1ri4+M5dOgQfn5+fPHFF0ydOtXqa9q0aQDF9v65VQwZMgSAV199lTNnzlidP3XqFL\/88gsAly5dYseOHVZjsrKyyMrKwt7e3qr3043St29fqlatyvTp0\/n++++tzh8\/ftzi7\/v372f\/\/v03pTYREak42nomIiIiUkoPP\/wwDz\/8MMuXL+fkyZP4+Phw9OhRVq9eTadOnYiKiiryOpPJxNKlS0lLS7MIgxwcHHjkkUfYuHEjgNWKosDAQLy8vJg8eTL79u3j3nvvJTk5mTVr1hAcHFzs\/UqiT58+TJo0ibfeeou4uDg8PT358ccf2bx5M126dCE6Ovq6576WwibWISEhxY5p1KgRjzzyCDt27CAxMZGWLVvekFrKqmPHjowYMYLPPvuMFi1a0LFjRzw9PTlz5gwHDx4kISGBd999l8aNG3Px4kUCAgK4++67ad68OXXr1iUrK4vY2FhOnTrF0KFDqVSp0k2p283NjRkzZjB48GD8\/f154oknaNSoEb\/\/\/juJiYl4eXmxaNEi8\/hWrVoBkJ6eflPqExGRiqEVRSIiIiKlZGtry1dffcXTTz9NSkoKs2bN4ueff2bMmDGEhoYWe93V4VC7du2KPNeoUSOLV7LDlVfVr1ixgieffJKkpCRmz57NyZMnmT17Ns8991yZnqVOnTrExMTQvn17Nm3axLx588jOzmb58uUEBgaWae7iZGRkEB0djZOTE127dr3m2MIgqTBYulX9+9\/\/5v\/+7\/\/w9fVl8+bNTJ8+nTVr1pCdnc3bb79N7969AXByciI0NBQvLy8SEhL44osviIqKwtPTkzlz5jB69OibWneXLl1Yv349wcHBbN++nSlTphAbG4uHhwcDBgy4qbWIiMitwZCenp7\/18NEREREREREROTvTiuKREREREREREQEUFAkIiIiIiIiIiIFFBSJiIiIiIiIiAigoEhERERERERERAooKBIREREREREREUBBkYiIiIiIiIiIFFBQJCIiIiIiIiIigIIiEREREREREREpoKBIREREREREREQABUUiIiIiIiIiIlJAQZGIiIiIiIiIiAAKikREREREREREpICCIhERERERERERARQUiYiIiIiIiIhIAQVFIiIiIiIiIiICKCgSEREREREREZECCopERERERERERARQUCQiIiIiIiIiIgUUFImIiIiIiIiICKCgSERERERERERECigoEhERERERERERQEGRiIiIiIiIiIgUUFAkIiIiIiIiIiKAgiIRERERERERESmgoEhERERERERERAAFRSIiIiIiIiIiUkBBkYiIiIiIiIiIAAqKRERERERERESkgIIiEREREREREREBFBSJiIiIiIiIiEgBBUUiIiIiIiIiIgIoKBIRERERERERkQIKikREREREREREBFBQJCIiIiIiIiIiBRQUiYiIiIiIiIgIoKBIREREREREREQKKCgSERERERERERFAQZGIiIiIiIiIiBRQUCQiIiIiIiIiIoCCIhERERERERERKaCgSEREREREREREAAVFIiIiIiIiIiJSQEGRiIiIiIiIiIgACopERERERERERKSAgiIREREREREREQEUFImIiIiIiIiISAEFRSIiIiIiIiIiAigoEhERERERERGRAgqKREREREREREQEUFAkIiIiIiIiIiIFFBSJiIiIiIiIiAigoEhERERERERERAr8Py1ycHYb5A\/JAAAAAElFTkSuQmCC\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=aa5cb2b8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[36]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">set<\/span><span class=\"p\">(<\/span><span class=\"n\">style<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"whitegrid\"<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">fig_dim<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"mi\">8<\/span><span class=\"p\">,<\/span><span class=\"mi\">9<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">f<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"n\">fig_dim<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">despine<\/span><span class=\"p\">(<\/span><span class=\"n\">bottom<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">,<\/span> <span class=\"n\">left<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">stripplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"ARRIVAL_DELAY\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"AIRLINE\"<\/span><span class=\"p\">,<\/span>\n              <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">df_flight<\/span><span class=\"p\">,<\/span> <span class=\"n\">dodge<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">,<\/span> <span class=\"n\">jitter<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span>\n            <span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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gAAAACAvDgUVpctW1bc7QAAAAAAwMKhsOrv7+9whUlJSYVuDAAAAAAAUgEWWEpJSdFXX32lr7\/+WpcvX861Pz09XYsXL1bPnj2LtIEAAAAAgJuPQz2rv\/\/+u0aOHKmEhARJ0m233abQ0FDVqlVLkvTNN99o+vTpOnr0qGrWrFl8rQUAAAAA3BQc6lmdPXu2kpOT9eKLL+qtt95SRkaG3njjDWVkZOjll1\/WI488oj\/\/\/FOPPvqoNm7cWNxtBgAAAADc4BzqWd23b5\/Gjx+v+++\/X5Lk7u6uiRMn6qWXXtLq1avVtWtX\/fe\/\/7X0tAIAAAAAcC0cCqtnz55V8+bNLV+3bNlSly5d0vr16zVz5kz169ev2BoIAAAAALj5ODQMOC0tTbfccovl66x\/T5o0iaAKAAAAAChyDq8GbMsdd9xRVO0AAAAAAMDimsKqk9M1HQ4AAAAAgE0OzVmVpOjoaB09elSSlJGRIZPJpB07diguLi5X2b59+xZZAwEAAAAANx+Hw+q7776ba9v8+fNzbTOZTIRVAAAAAMA1cSisbt26tbjbAeAGtTsmQWu2xir+r2R5V3dTi4ZV9U3MSSUkXZQkmSTVqFJBI\/o0V8sGlR2uY\/+viYr\/K1kebuUkk0lnzl+Rd3U3DQryUYCf13W8QgAAABQHh8Iq708FkFPOAJkVErO2\/3birDLM1sfEHT+ruONnrbaZJSUkXdSM0L3Ztp6w\/MvJyaSMbBXlrCPh9CWrfTNC9+q54f6WwJpfO3NuBwAAgDE4FFZPnjxZoEpr1qxZqMYAKB12xyRYhcu442c1c+le9e\/aSOHbc89jvxYZOROvA0KjDlgCqSPtzNo+9WH\/PANrcQdcAjQAAMC\/HAqrgYGBMplM+ZYzm80ymUw6dOjQNTcMgHGt2Rqba5vZrCIPqoV1MumiQqMOKmrX0Vz7zGbZ3T57xQ968sE2VgExK0AeSzivtLQMy3Z7AbewgdNesM4vQAMAANyoHAqrM2bMcCisSpkrBaPkNW7cWDNnzlT\/\/v0dKn\/y5Ent27dPwcHBkqShQ4dq795\/f3EuU6aMqlWrpuDgYD3++OMqW7asJCkkJER\/\/vmnPv7446K\/iBzuv\/9+7du3T+vXr1eTJk2s9l3PdkCK\/yu5pJuQr7yC89WUdLvbswfEnAEyJ7NZCtsWazXk2JHAaSvQ2vsAIHv9xc1Wu+zNIwYAAChuDoVVRwLP33\/\/rdWrVyssLEwDBgy45obh+nr22WdVq1YtS1iVpF69emnatGmSpJSUFMXFxen5559Xenq6nn322evavmPHjmnfvn2qW7euPv30U7388stW+6dNm6b0dNsBBEXPw62c1VzRG0n2gGgrQOYUd\/ysBk6Nknd1N124nJpnfZL9QOvsbPu91fGnrs8HA\/ba9eT9LVXRsc8qAQAAipTt344K4Ouvv9Zjjz2mwMBALViwQGXKOPw2HBicq6urqlatqqpVq6pWrVrq2rWrhg4dqoiIiOvelvDwcNWvX18DBw7UZ599posXL1rtd3Nzk7u7+3Vv181od0zCDRtUs2QFREd6kM3mzB7ZuONnLSsc53Ts5HnLv+31oDo72U6E3jXcHGnyNbPXrnVfH7su5wcAAMipUGH1zJkz+uCDD3TXXXdpzJgx2rt3r\/r166fly5dry5YtRd1GFIHt27erf\/\/+atGihbp37665c+cqJSVF0r9DfteuXavAwMA863F1dbW778SJE2rcuLH27NmT57bw8HD16tVLLVq0UK9evbR06dI8h4+np6dr\/fr16tChg+6++25dvHhRUVFRVmVCQkI0dOhQSdKePXvUrFkzffDBB2rbtq369eungIAALVmyxFJ+6dKlaty4sWJiYizbJk6caOlJ\/v777zVs2DDdfvvt8vX1Va9evbR+\/XpJ0uHDh9W4cWN99913Vm2YMmWKHn\/8cUlSdHS0+vfvr5YtWyogIEAhISE6d+6c3WssTRzpbSwNnJ1Nsje7ISsgelcvmqCYmpah3TEJkuwH4IwMs832tGhYtUjakB977Tr+t+0ADgAAUNwKFFa\/\/fZbTZ48WV26dNHcuXPl5ZU5rO3dd9\/Vq6++qjvuuKNYGolr89VXX2nSpEkaPHiwoqKi9OKLL+rzzz\/X008\/LUmaP3++WrdurV69eiksLMxuPUePHtWnn36qQYMGFbotq1at0ptvvqkJEyZow4YNmjRpkhYtWqS33nrL7jFff\/21\/v77b\/Xs2VN16tRR8+bNtWrVqjzPk56erujoaK1atUozZsxQly5dtGvXLsv+b775RiaTyRKiU1NTtWvXLgUFBemvv\/7SI488Ij8\/P61du1br1q1TixYtNG3aNCUlJalJkyZq1qyZ1q1bZ6kvOTlZW7Zs0YABA3TmzBlNmDBBAwYM0MaNG7VgwQJ99913evPNNwt934ykNMxXdUR6ullmGwsNm0zSoCAfSUUbFMO2ZYZ8ewG4Xs1K6t+1Ua7t4dvjLEHXEbtjEjRlbrQGTo3SlLnRDh9rr121q1Vw+NwAAABFyaGwGhoaql69emn48OE6ePCgHn30UW3btk3vvvuuZQVgGNd7772nwYMH6\/7775e3t7c6duyol19+WV988YVOnDghd3d3ubi4yNXVVR4eHpbjPvvsM7Vu3VqtW7e29C6mp6dr2LBhhW7LwoULNX78eAUHB6t27drq0aOHJk+erOXLl+vq1as2j4mIiFCNGjXUpk0bSVKfPn104MAB7d+\/P89zjRw5UnXr1lXTpk0VGBio77\/\/XikpKUpNTdXevXsVFBRkCavff\/+9MjIy1L59e129elUTJ07UU089pTp16qhhw4YaM2aMUlNT9fvvv0uSBgwYoE2bNlna\/Pnnn6tSpUrq2LGj\/vrrL6WkpKhmzZqqVauW2rRpo\/fee8\/S81vaFVVvoxE5O5lUw7OC3vrkB42ZucXmIk1Odobr5idraPGgIJ9cPahZAXn\/r4m5jsua8+pICM2adxp3\/KxlaPLMpXsdCqz22tW3cz3HLxIAAKAIORRWX3\/9dZUtW1bLli3Tpk2bNH78eNWoUYOQWkocPHhQn376qSV4tm7dWuPGjZMk\/fbbb3aPCwwM1Lp167Ru3TqtX79eH330kWrUqKFBgwbpn3\/+KXA7zpw5o1OnTuntt9+2assrr7yiq1ev6sSJEzaP2bZtm3r16mX5fuvdu7dMJpNWrlyZ5\/nq1q1r+XeHDh2Unp6uH374QT\/99JMqVKig\/\/znP\/r++++VlpamHTt2qEOHDnJ1dZW3t7f69++vZcuWadq0aRo6dKjuv\/9+SbIs4nTPPffo6tWr2rp1qyRp7dq1uu++++Ts7KymTZuqT58+GjdunDp27Khnn31Wv\/76qxo2bFjge2ZEtkJNaVCzSgW5lnWWj7e7ypSx\/b++9AyzEpIu6mpKut35py52js1P1tDiAD8vTX3YXz7e7pb2PDfcX+18vez2Wh87ed6hEJrXisL5sdeuO5tWK8TVAgAAXDuHVkMKDg7W1q1bNXbsWAUEBKhfv37q1q1bcbcNDkpKStLp06fVuHFjSZnvu5UkZ2dnSZmvExo1apT69euX69iqVe0Pc6xQoYLq1Klj+bpBgwZq2LChOnfurI0bN+qhhx7Kt23ZV+jNmpc6depUtW\/fPlfZrGHl2X322WdKTU3V0qVLtWzZMst2s9msjRs3aurUqXJzs93TV65cOatradu2rXbt2iUXFxe1bdtWd9xxh1JTUxUTE6MdO3Zo7NixkqRff\/1VDz74oJo3b6727dvr7rvv1q233mo1\/Lly5cq66667FBkZKT8\/P+3bt0\/Tp0+37J89e7Yee+wxffXVV\/rmm2\/09NNPq02bNlq6dGm+98zoskJN2LZYHTt5Xqlpxn9d1cDARno4uJnl6ylzoxV3\/Gyh6srIsDF2OB\/ZhxZLmffQ1utovKu72WyXrd5cW6+1OZZwPlc5yXqBp7zYatelSzf2YloAAMC4HAqrs2fP1oULF\/TZZ58pIiJCEydO1K233qq77rpLJpOJHtYStnjxYn311VfasGGDJFkW8ska0tuoUSMdO3bMKnju2bNHy5Yt00svvaTy5cs7fK6sIGxrQSQXFxdJ0oULFyzbsobNSpKnp6c8PDx0\/Phxq7Zs3LhRmzdv1htvvJGrzoiICPn4+Gj27NlW23\/44Qe99NJLWr9+vYYMGeJQ27t166awsDDdcsst6t+\/v8qXL69WrVpp1apVOn78uLp27SpJWrlypTw9Pa0WZNq2bZvV9UuZQ4HHjx9vmdPaoEEDSdLPP\/+sDRs26LnnnlP9+vU1fPhwRUZG6umnn9bp06fl6enpUHuNLHuoue+p9SpEfisWrmWdlZqWIZcyTkrPMKtezUoaFOSjdr7WAWxQkE+e70\/NS72alZR8KdVuz2tOPt7uNttgy6AgH81cutdqLq3JZD8g53ytjbOTSWk2ytlbaRgAAMDIHH7PTMWKFfXAAw\/ogQceUFxcnMLDw\/XZZ5\/JbDbrueeeU3BwsIKDg2+YoY6lSfv27fXRRx9p7dq1uuOOO7RkyRJVqlRJrVu3liSNHj1akyZN0oIFCxQcHKxTp05p2rRpuu222yw9qxUqVNCff\/6pU6dOqUaNGpKkK1euKDHx3zl0f\/31l+bMmaPy5cvr7rvvztWOatWqqVatWlq6dKnq1q2rs2fPat68eZYPM0wmk0aPHq05c+aoZs2a6ty5s44cOaKXXnpJQUFBKlu2rFV9Bw4c0OHDh\/XKK6\/Ix8fHal\/Dhg21ePFirVq1yuGwGhgYqOnTp8vZ2VmzZs2SJLVr107vvvuubr\/9dku4r1Gjhk6dOqXo6Gg1bNhQBw4csPSaZq2gnHXfq1Spog8\/\/FAhISGW7RUrVtSKFSvk4uKiwYMH6+rVq9q4caPq1q2rW2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\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=a93c69bc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The distribution above compares the airlines to their ARRIVAL DELAYs. It clearly demonstrates that American Airlines has a wide range of delays.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8dc57fb7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"5.-Predictions\">5. Predictions<a class=\"anchor-link\" href=\"#5.-Predictions\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=2b07161d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[38]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Marking the delayed flight<\/span>\n\n<span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"s1\">'DELAYED'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[:,<\/span><span class=\"s1\">'ARRIVAL_DELAY'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">values<\/span> <span class=\"o\">&gt;<\/span> <span class=\"mi\">0<\/span>\n\n<span class=\"n\">y<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">DELAYED<\/span>\n\n<span class=\"c1\"># Choosing the indeoendent variable<\/span>\n<span class=\"n\">feature_list_s<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span>\n    <span class=\"s1\">'LATE_AIRCRAFT_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'AIRLINE_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'AIR_SYSTEM_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'WEATHER_DELAY'<\/span>\n    <span class=\"p\">]<\/span>\n\n<span class=\"n\">X_small<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight<\/span><span class=\"p\">[<\/span><span class=\"n\">feature_list_s<\/span><span class=\"p\">]<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=b6462c5a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[40]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># Baseline-Model RandomForestClassifier <\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.ensemble<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">RandomForestClassifier<\/span>\n\n<span class=\"n\">clf<\/span> <span class=\"o\">=<\/span> <span class=\"n\">RandomForestClassifier<\/span><span class=\"p\">(<\/span><span class=\"n\">n_estimators<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">10<\/span><span class=\"p\">,<\/span> <span class=\"n\">random_state<\/span><span class=\"o\">=<\/span><span class=\"mi\">32<\/span><span class=\"p\">)<\/span> \n<span class=\"n\">clf<\/span><span class=\"o\">.<\/span><span class=\"n\">fit<\/span><span class=\"p\">(<\/span><span class=\"n\">X_small<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[40]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"\u25b8\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"\u25be\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {\/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https:\/\/github.com\/scikit-learn\/scikit-learn\/issues\/21755 *\/display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}<\/style><div class=\"sk-top-container\" id=\"sk-container-id-1\"><div class=\"sk-text-repr-fallback\"><pre>RandomForestClassifier(n_estimators=10, random_state=32)<\/pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.<\/b><\/div><div class=\"sk-container\" hidden=\"\"><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input checked class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\"><label class=\"sk-toggleable__label sk-toggleable__label-arrow\" for=\"sk-estimator-id-1\">RandomForestClassifier<\/label><div class=\"sk-toggleable__content\"><pre>RandomForestClassifier(n_estimators=10, random_state=32)<\/pre><\/div><\/div><\/div><\/div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=1d56770b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[41]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">importances<\/span><span class=\"o\">=<\/span><span class=\"n\">clf<\/span><span class=\"o\">.<\/span><span class=\"n\">feature_importances_<\/span>\n<span class=\"n\">importances<\/span><span class=\"o\">=<\/span><span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">([<\/span><span class=\"n\">X_small<\/span><span class=\"o\">.<\/span><span class=\"n\">columns<\/span><span class=\"p\">,<\/span><span class=\"n\">importances<\/span><span class=\"p\">])<\/span><span class=\"o\">.<\/span><span class=\"n\">transpose<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">importances<\/span><span class=\"o\">.<\/span><span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[[<\/span><span class=\"s1\">'Variables'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Importance'<\/span><span class=\"p\">]]<\/span>\n<span class=\"n\">importances<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[41]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead tr th {\n        text-align: left;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr>\n<th><\/th>\n<th>Variables<\/th>\n<th>Importance<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>LATE_AIRCRAFT_DELAY<\/td>\n<td>0.238558<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>AIRLINE_DELAY<\/td>\n<td>0.376746<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>AIR_SYSTEM_DELAY<\/td>\n<td>0.365634<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>WEATHER_DELAY<\/td>\n<td>0.019062<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8a1fe3c3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[44]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"c1\"># choosing the predictors<\/span>\n<span class=\"n\">feature_list<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span>\n    <span class=\"s1\">'YEAR'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'MONTH'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'DAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'LATE_AIRCRAFT_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'AIRLINE_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'AIR_SYSTEM_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'WEATHER_DELAY'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'SCHEDULED_TIME'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'DISTANCE'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'DAY_OF_WEEK'<\/span>\n    <span class=\"p\">,<\/span><span class=\"s1\">'SECURITY_DELAY'<\/span>\n<span class=\"p\">]<\/span>\n<span class=\"c1\"># Any number can be used in place of '0'. <\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">random<\/span>\n<span class=\"n\">random<\/span><span class=\"o\">.<\/span><span class=\"n\">seed<\/span><span class=\"p\">(<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n    \n<span class=\"n\">df_flight_1<\/span><span class=\"o\">=<\/span><span class=\"n\">df_flight<\/span><span class=\"o\">.<\/span><span class=\"n\">sample<\/span><span class=\"p\">(<\/span><span class=\"n\">n<\/span><span class=\"o\">=<\/span><span class=\"mi\">500<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">X<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight_1<\/span><span class=\"p\">[<\/span><span class=\"n\">feature_list<\/span><span class=\"p\">]<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=320d48eb\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[45]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">y<\/span> <span class=\"o\">=<\/span> <span class=\"n\">df_flight_1<\/span><span class=\"o\">.<\/span><span class=\"n\">DELAYED<\/span>\n<span class=\"n\">X_train<\/span><span class=\"p\">,<\/span><span class=\"n\">X_test<\/span><span class=\"p\">,<\/span><span class=\"n\">y_train<\/span><span class=\"p\">,<\/span><span class=\"n\">y_test<\/span><span class=\"o\">=<\/span><span class=\"n\">train_test_split<\/span><span class=\"p\">(<\/span><span class=\"n\">X<\/span><span class=\"p\">,<\/span><span class=\"n\">y<\/span><span class=\"p\">,<\/span><span class=\"n\">test_size<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span><span class=\"n\">random_state<\/span><span class=\"o\">=<\/span><span class=\"mi\">0<\/span><span class=\"p\">)<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">sklearn.preprocessing<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">scale<\/span>\n<span class=\"n\">X_train<\/span><span class=\"o\">=<\/span><span class=\"n\">scale<\/span><span class=\"p\">(<\/span><span class=\"n\">X_train<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">X_test<\/span><span class=\"o\">=<\/span><span class=\"n\">scale<\/span><span class=\"p\">(<\/span><span class=\"n\">X_test<\/span><span class=\"p\">)<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=892c6d86\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[46]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">MLA<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span> <span class=\"n\">ensemble<\/span><span class=\"o\">.<\/span><span class=\"n\">AdaBoostRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">ensemble<\/span><span class=\"o\">.<\/span><span class=\"n\">BaggingRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">tree<\/span><span class=\"o\">.<\/span><span class=\"n\">DecisionTreeRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">tree<\/span><span class=\"o\">.<\/span><span class=\"n\">ExtraTreeRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">ensemble<\/span><span class=\"o\">.<\/span><span class=\"n\">ExtraTreesRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">ensemble<\/span><span class=\"o\">.<\/span><span class=\"n\">GradientBoostingRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">ensemble<\/span><span class=\"o\">.<\/span><span class=\"n\">RandomForestRegressor<\/span><span class=\"p\">(),<\/span>\n    <span class=\"n\">neighbors<\/span><span class=\"o\">.<\/span><span class=\"n\">KNeighborsRegressor<\/span><span class=\"p\">()]<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=381b7cc3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[47]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">MLA_col<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[]<\/span>\n<span class=\"n\">MLA_compare<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">DataFrame<\/span><span class=\"p\">(<\/span><span class=\"n\">columns<\/span> <span class=\"o\">=<\/span> <span class=\"n\">MLA_col<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">results<\/span><span class=\"o\">=<\/span><span class=\"p\">[]<\/span>\n\n<span class=\"n\">row_index<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">0<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">alg<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">MLA<\/span><span class=\"p\">:<\/span>\n    \n    <span class=\"n\">cv_results<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cross_val_score<\/span><span class=\"p\">(<\/span><span class=\"n\">alg<\/span><span class=\"p\">,<\/span> <span class=\"n\">X_train<\/span><span class=\"p\">,<\/span> <span class=\"n\">y_train<\/span><span class=\"p\">,<\/span> <span class=\"n\">cv<\/span><span class=\"o\">=<\/span><span class=\"mi\">10<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">results<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">cv_results<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">predicted<\/span> <span class=\"o\">=<\/span> <span class=\"n\">alg<\/span><span class=\"o\">.<\/span><span class=\"n\">fit<\/span><span class=\"p\">(<\/span><span class=\"n\">X_train<\/span><span class=\"p\">,<\/span> <span class=\"n\">y_train<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">predict<\/span><span class=\"p\">(<\/span><span class=\"n\">X_test<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">fp<\/span><span class=\"p\">,<\/span> <span class=\"n\">tp<\/span><span class=\"p\">,<\/span> <span class=\"n\">th<\/span> <span class=\"o\">=<\/span> <span class=\"n\">roc_curve<\/span><span class=\"p\">(<\/span><span class=\"n\">y_test<\/span><span class=\"p\">,<\/span> <span class=\"n\">predicted<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">MLA_name<\/span> <span class=\"o\">=<\/span> <span class=\"n\">alg<\/span><span class=\"o\">.<\/span><span class=\"vm\">__class__<\/span><span class=\"o\">.<\/span><span class=\"vm\">__name__<\/span>\n    <span class=\"n\">MLA_compare<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">row_index<\/span><span class=\"p\">,<\/span><span class=\"s1\">'MLA Name'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">MLA_name<\/span>\n    <span class=\"n\">MLA_compare<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">row_index<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'MLA Train Accuracy'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"nb\">round<\/span><span class=\"p\">(<\/span><span class=\"n\">alg<\/span><span class=\"o\">.<\/span><span class=\"n\">score<\/span><span class=\"p\">(<\/span><span class=\"n\">X_train<\/span><span class=\"p\">,<\/span> <span class=\"n\">y_train<\/span><span class=\"p\">),<\/span> <span class=\"mi\">4<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">MLA_compare<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">row_index<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'MLA Test Accuracy'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"nb\">round<\/span><span class=\"p\">(<\/span><span class=\"n\">alg<\/span><span class=\"o\">.<\/span><span class=\"n\">score<\/span><span class=\"p\">(<\/span><span class=\"n\">X_test<\/span><span class=\"p\">,<\/span> <span class=\"n\">y_test<\/span><span class=\"p\">),<\/span> <span class=\"mi\">4<\/span><span class=\"p\">)<\/span>\n    <span class=\"n\">MLA_compare<\/span><span class=\"o\">.<\/span><span class=\"n\">loc<\/span><span class=\"p\">[<\/span><span class=\"n\">row_index<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'MLA AUC'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"n\">auc<\/span><span class=\"p\">(<\/span><span class=\"n\">fp<\/span><span class=\"p\">,<\/span> <span class=\"n\">tp<\/span><span class=\"p\">)<\/span>\n    \n    \n    <span class=\"n\">row_index<\/span><span class=\"o\">+=<\/span><span class=\"mi\">1<\/span>\n    \n<span class=\"n\">MLA_compare<\/span><span class=\"o\">.<\/span><span class=\"n\">sort_values<\/span><span class=\"p\">(<\/span><span class=\"n\">by<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"s1\">'MLA Test Accuracy'<\/span><span class=\"p\">],<\/span> <span class=\"n\">ascending<\/span> <span class=\"o\">=<\/span> <span class=\"kc\">False<\/span><span class=\"p\">,<\/span> <span class=\"n\">inplace<\/span> <span class=\"o\">=<\/span> <span class=\"kc\">True<\/span><span class=\"p\">)<\/span>    \n<span class=\"n\">MLA_compare<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[47]:<\/div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text\/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th><\/th>\n<th>MLA Name<\/th>\n<th>MLA Train Accuracy<\/th>\n<th>MLA Test Accuracy<\/th>\n<th>MLA AUC<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>5<\/th>\n<td>GradientBoostingRegressor<\/td>\n<td>0.6149<\/td>\n<td>0.2519<\/td>\n<td>0.739532<\/td>\n<\/tr>\n<tr>\n<th>0<\/th>\n<td>AdaBoostRegressor<\/td>\n<td>0.3324<\/td>\n<td>0.2295<\/td>\n<td>0.690476<\/td>\n<\/tr>\n<tr>\n<th>6<\/th>\n<td>RandomForestRegressor<\/td>\n<td>0.8863<\/td>\n<td>0.1766<\/td>\n<td>0.748153<\/td>\n<\/tr>\n<tr>\n<th>4<\/th>\n<td>ExtraTreesRegressor<\/td>\n<td>0.9888<\/td>\n<td>0.1658<\/td>\n<td>0.737685<\/td>\n<\/tr>\n<tr>\n<th>7<\/th>\n<td>KNeighborsRegressor<\/td>\n<td>0.5018<\/td>\n<td>0.1363<\/td>\n<td>0.704023<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>BaggingRegressor<\/td>\n<td>0.8551<\/td>\n<td>0.1021<\/td>\n<td>0.733580<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>ExtraTreeRegressor<\/td>\n<td>0.9888<\/td>\n<td>-0.0263<\/td>\n<td>0.738506<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>DecisionTreeRegressor<\/td>\n<td>0.9888<\/td>\n<td>-0.1084<\/td>\n<td>0.711412<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=14ea2cec\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>The below plot shows the test train accuracy with respect to each models.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=f648bf04\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[48]:<\/div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span><\/span><span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">10<\/span><span class=\"p\">,<\/span><span class=\"mi\">6<\/span><span class=\"p\">))<\/span>\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">lineplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"MLA Name\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"MLA Train Accuracy\"<\/span><span class=\"p\">,<\/span><span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">MLA_compare<\/span><span class=\"p\">,<\/span><span class=\"n\">palette<\/span><span class=\"o\">=<\/span><span class=\"s1\">'hot'<\/span><span class=\"p\">,<\/span><span class=\"n\">label<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Train Accuracy'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">lineplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"MLA Name\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">\"MLA Test Accuracy\"<\/span><span class=\"p\">,<\/span><span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">MLA_compare<\/span><span class=\"p\">,<\/span><span class=\"n\">palette<\/span><span class=\"o\">=<\/span><span class=\"s1\">'hot'<\/span><span class=\"p\">,<\/span><span class=\"n\">label<\/span><span class=\"o\">=<\/span><span class=\"s1\">'Test Accuracy'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xticks<\/span><span class=\"p\">(<\/span><span class=\"n\">rotation<\/span><span class=\"o\">=<\/span><span class=\"mi\">90<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Model Accuracy'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">legend<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\n<\/pre><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n<\/div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"><\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=0373c1d0\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>So this is basiccally the Test accuracy result of each models, where we can see Random Forest is giving us the best results.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=a20e6814\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<h1 id=\"6.-Conclusion\">6. Conclusion<a class=\"anchor-link\" href=\"#6.-Conclusion\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=189f2595\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n<\/div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n<\/div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text\/markdown\">\n<p>In this tutorial we analysed and predicted flight delays using Python and GridDB. We examined two ways to import our data, using (1) GridDB and (2) Pandas. For large datasets, GridDB provides an excellent alternative to import data in your notebook as it is open-source and highly scalable. <a href=\"https:\/\/griddb.net\/en\/downloads\/\">Download GridDB<\/a> today!<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n\n    <\/div>\n    <div class=\"nbconvert-labels\">\n      <label class=\"github-link\">\n        <a href=\"https:\/\/github.com\/griddbnet\/Blogs\/blob\/flights\/flight.ipynb\" target=\"_blank\">Also available on Github<\/a>\n        <label class=\"github-last-update\"> Last updated: 21\/06\/2023 18:49:21<\/label>\n      <\/label>\n      <\/div>\n  <\/div>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":41,"featured_media":29636,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[121],"tags":[],"class_list":["post-46765","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-blog"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.1.1 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Predicting flight delays using Python and GridDB | GridDB: Open Source Time Series Database for IoT<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/griddb.net\/en\/blog\/predicting-flight-delays-using-python-and-griddb\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" 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