{"id":46774,"date":"2023-08-30T00:00:00","date_gmt":"2023-08-30T07:00:00","guid":{"rendered":"https:\/\/griddb-linux-hte8hndjf8cka8ht.westus-01.azurewebsites.net\/blog\/superhero-showdown-analyzing-marvel-and-dc-data-with-griddb\/"},"modified":"2025-11-13T12:56:43","modified_gmt":"2025-11-13T20:56:43","slug":"superhero-showdown-analyzing-marvel-and-dc-data-with-griddb","status":"publish","type":"post","link":"https:\/\/www.griddb.net\/en\/blog\/superhero-showdown-analyzing-marvel-and-dc-data-with-griddb\/","title":{"rendered":"Superhero Showdown: Analyzing Marvel and DC Data with GridDB"},"content":{"rendered":"<div class=\"notebook\">\n    <div class=\"nbconvert\">\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=24ed9ff1\">\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=\"Packages-required\">Packages required<a class=\"anchor-link\" href=\"#Packages-required\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=35c4d9b5\">\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\">os<\/span>\n<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\">numpy<\/span><span class=\"w\"> <\/span><span class=\"k\">as<\/span><span class=\"w\"> <\/span><span class=\"nn\">np<\/span>\n<span class=\"kn\">from<\/span><span class=\"w\"> <\/span><span class=\"nn\">IPython.display<\/span><span class=\"w\"> <\/span><span class=\"kn\">import<\/span> <span class=\"n\">Image<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">jaydebeapi<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">urllib.parse<\/span>\n<span class=\"kn\">import<\/span><span class=\"w\"> <\/span><span class=\"nn\">sys<\/span>\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=\"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<\/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=2db860df\">\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=\"Overview\">Overview<a class=\"anchor-link\" href=\"#Overview\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=90eebc07\">\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>Marvel and DC comics have been around for several decades. Both Marvel and DC are known for their iconic characters, super-heroes and supervillains. While Marvel produced Spider-Man, Iron Man and Hulk; DC produced Superman, Batman and the Wonder Woman. Both of these publishers have diversified their content and expanded beyond traditional comic books to encompass various forms of media and storytelling.<\/p>\n<p>DC and Marvel have created characters that transcend nationality and resonate with people worldwide. The iconic characters created by these brands have become a part of popular culture, prompting passionate debates among fans when comparing Marvel and DC heroes.<\/p>\n<p>We delve deeper into the Marvel and DC universe with the help of a public dataset from Data.World called the <a href=\"https:\/\/data.world\/fivethirtyeight\/comic-characters\"> 'Comic Characters Dataset'. <\/a><\/p>\n<p>There are two data files within the dataset. Download each of them using the 'download' icon as shown below. Download the DC Dataset as shown below.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=6f25adbd\">\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=\"c1\">##Specify the path to your image file<\/span>\n<span class=\"n\">image_path<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'dc-wikia-data_download_icon.png'<\/span>\n\n<span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">500<\/span>\n\n<span class=\"c1\">## Display the image<\/span>\n<span class=\"n\">Image<\/span><span class=\"p\">(<\/span><span class=\"n\">filename<\/span><span class=\"o\">=<\/span><span class=\"n\">image_path<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"o\">=<\/span><span class=\"n\">width<\/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=\"application\/vnd.jupyter.stderr\" tabindex=\"0\">\n<pre>\n<span class=\"ansi-red-fg\">---------------------------------------------------------------------------<\/span>\n<span class=\"ansi-red-fg\">FileNotFoundError<\/span>                         Traceback (most recent call last)\n<span class=\"ansi-green-fg\">&lt;ipython-input-2-3581f17e51f6&gt;<\/span> in <span class=\"ansi-cyan-fg\">&lt;module&gt;<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">      5<\/span> \n<span class=\"ansi-green-intense-fg ansi-bold\">      6<\/span> <span class=\"ansi-red-fg\">## Display the image<\/span>\n<span class=\"ansi-green-fg\">----&gt; 7<\/span><span class=\"ansi-red-fg\"> <\/span>Image<span class=\"ansi-blue-fg\">(<\/span>filename<span class=\"ansi-blue-fg\">=<\/span>image_path<span class=\"ansi-blue-fg\">,<\/span> width<span class=\"ansi-blue-fg\">=<\/span>width<span class=\"ansi-blue-fg\">)<\/span>\n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/IPython\/core\/display.py<\/span> in <span class=\"ansi-cyan-fg\">__init__<\/span><span class=\"ansi-blue-fg\">(self, data, url, filename, format, embed, width, height, retina, unconfined, metadata)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">   1223<\/span>         self<span class=\"ansi-blue-fg\">.<\/span>unconfined <span class=\"ansi-blue-fg\">=<\/span> unconfined\n<span class=\"ansi-green-intense-fg ansi-bold\">   1224<\/span>         super(Image, self).__init__(data=data, url=url, filename=filename, \n<span class=\"ansi-green-fg\">-&gt; 1225<\/span><span class=\"ansi-red-fg\">                 metadata=metadata)\n<\/span><span class=\"ansi-green-intense-fg ansi-bold\">   1226<\/span> \n<span class=\"ansi-green-intense-fg ansi-bold\">   1227<\/span>         <span class=\"ansi-green-fg\">if<\/span> self<span class=\"ansi-blue-fg\">.<\/span>width <span class=\"ansi-green-fg\">is<\/span> <span class=\"ansi-green-fg\">None<\/span> <span class=\"ansi-green-fg\">and<\/span> self<span class=\"ansi-blue-fg\">.<\/span>metadata<span class=\"ansi-blue-fg\">.<\/span>get<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">'width'<\/span><span class=\"ansi-blue-fg\">,<\/span> <span class=\"ansi-blue-fg\">{<\/span><span class=\"ansi-blue-fg\">}<\/span><span class=\"ansi-blue-fg\">)<\/span><span class=\"ansi-blue-fg\">:<\/span>\n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/IPython\/core\/display.py<\/span> in <span class=\"ansi-cyan-fg\">__init__<\/span><span class=\"ansi-blue-fg\">(self, data, url, filename, metadata)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    628<\/span>             self<span class=\"ansi-blue-fg\">.<\/span>metadata <span class=\"ansi-blue-fg\">=<\/span> <span class=\"ansi-blue-fg\">{<\/span><span class=\"ansi-blue-fg\">}<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    629<\/span> \n<span class=\"ansi-green-fg\">--&gt; 630<\/span><span class=\"ansi-red-fg\">         <\/span>self<span class=\"ansi-blue-fg\">.<\/span>reload<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    631<\/span>         self<span class=\"ansi-blue-fg\">.<\/span>_check_data<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    632<\/span> \n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/IPython\/core\/display.py<\/span> in <span class=\"ansi-cyan-fg\">reload<\/span><span class=\"ansi-blue-fg\">(self)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">   1254<\/span>         <span class=\"ansi-blue-fg\">\"\"\"Reload the raw data from file or URL.\"\"\"<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">   1255<\/span>         <span class=\"ansi-green-fg\">if<\/span> self<span class=\"ansi-blue-fg\">.<\/span>embed<span class=\"ansi-blue-fg\">:<\/span>\n<span class=\"ansi-green-fg\">-&gt; 1256<\/span><span class=\"ansi-red-fg\">             <\/span>super<span class=\"ansi-blue-fg\">(<\/span>Image<span class=\"ansi-blue-fg\">,<\/span>self<span class=\"ansi-blue-fg\">)<\/span><span class=\"ansi-blue-fg\">.<\/span>reload<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">   1257<\/span>             <span class=\"ansi-green-fg\">if<\/span> self<span class=\"ansi-blue-fg\">.<\/span>retina<span class=\"ansi-blue-fg\">:<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">   1258<\/span>                 self<span class=\"ansi-blue-fg\">.<\/span>_retina_shape<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">)<\/span>\n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/IPython\/core\/display.py<\/span> in <span class=\"ansi-cyan-fg\">reload<\/span><span class=\"ansi-blue-fg\">(self)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    653<\/span>         <span class=\"ansi-blue-fg\">\"\"\"Reload the raw data from file or URL.\"\"\"<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    654<\/span>         <span class=\"ansi-green-fg\">if<\/span> self<span class=\"ansi-blue-fg\">.<\/span>filename <span class=\"ansi-green-fg\">is<\/span> <span class=\"ansi-green-fg\">not<\/span> <span class=\"ansi-green-fg\">None<\/span><span class=\"ansi-blue-fg\">:<\/span>\n<span class=\"ansi-green-fg\">--&gt; 655<\/span><span class=\"ansi-red-fg\">             <\/span><span class=\"ansi-green-fg\">with<\/span> open<span class=\"ansi-blue-fg\">(<\/span>self<span class=\"ansi-blue-fg\">.<\/span>filename<span class=\"ansi-blue-fg\">,<\/span> self<span class=\"ansi-blue-fg\">.<\/span>_read_flags<span class=\"ansi-blue-fg\">)<\/span> <span class=\"ansi-green-fg\">as<\/span> f<span class=\"ansi-blue-fg\">:<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    656<\/span>                 self<span class=\"ansi-blue-fg\">.<\/span>data <span class=\"ansi-blue-fg\">=<\/span> f<span class=\"ansi-blue-fg\">.<\/span>read<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    657<\/span>         <span class=\"ansi-green-fg\">elif<\/span> self<span class=\"ansi-blue-fg\">.<\/span>url <span class=\"ansi-green-fg\">is<\/span> <span class=\"ansi-green-fg\">not<\/span> <span class=\"ansi-green-fg\">None<\/span><span class=\"ansi-blue-fg\">:<\/span>\n\n<span class=\"ansi-red-fg\">FileNotFoundError<\/span>: [Errno 2] No such file or directory: 'dc-wikia-data_download_icon.png'<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8ef1b13e\">\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>Similarly download the Marvel Dataset.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=7598316f\">\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[\u00a0]:<\/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\">##Specify the path to your image file<\/span>\n<span class=\"n\">image_path<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'marvel-wikia-data_download_icon.png'<\/span>\n\n<span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"mi\">500<\/span>\n\n<span class=\"c1\">## Display the image<\/span>\n<span class=\"n\">Image<\/span><span class=\"p\">(<\/span><span class=\"n\">filename<\/span><span class=\"o\">=<\/span><span class=\"n\">image_path<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"o\">=<\/span><span class=\"n\">width<\/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[\u00a0]:<\/div>\n<div class=\"jp-RenderedImage jp-OutputArea-output jp-OutputArea-executeResult\" tabindex=\"0\">\n<img decoding=\"async\" alt=\"No description has been provided for this image\" class=\"\" 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\" width=\"500\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=f3d8c5df\">\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>Each data file (.csv) can be downloaded using the 'Download' button as shown below -<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=31110b1b\">\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>Do the same for the Marvel Dataset as well.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=a6dde70b\">\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=\"Loading-the-data-into-a-dataframe-and-Data-Cleaning\">Loading the data into a dataframe and Data Cleaning<a class=\"anchor-link\" href=\"#Loading-the-data-into-a-dataframe-and-Data-Cleaning\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=7058205c\">\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=\"Loading-the-DC-Dataframe\">Loading the DC Dataframe<a class=\"anchor-link\" href=\"#Loading-the-DC-Dataframe\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=53c92621\">\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=\"c1\">##Loading the data into a dataframe in Python<\/span>\n<span class=\"n\">dc_df<\/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\">'dc-wikia-data.csv'<\/span><span class=\"p\">,<\/span><span class=\"n\">sep<\/span><span class=\"o\">=<\/span><span class=\"s1\">','<\/span><span class=\"p\">)<\/span> <span class=\"c1\">#Load the dataframe <\/span>\n<span class=\"n\">dc_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'YEAR'<\/span><span class=\"p\">]<\/span><span class=\"o\">=<\/span> <span class=\"n\">dc_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'YEAR'<\/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><span class=\"o\">.<\/span><span class=\"n\">astype<\/span><span class=\"p\">(<\/span><span class=\"nb\">int<\/span><span class=\"p\">)<\/span> \n<span class=\"n\">dc_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'APPEARANCES'<\/span><span class=\"p\">]<\/span><span class=\"o\">=<\/span> <span class=\"n\">dc_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'APPEARANCES'<\/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><span class=\"o\">.<\/span><span class=\"n\">astype<\/span><span class=\"p\">(<\/span><span class=\"nb\">int<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">dc_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">dc_df<\/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\">'ID'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'identity'<\/span><span class=\"p\">})<\/span>\n<span class=\"n\">dc_df<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"s1\">''<\/span><span class=\"p\">,<\/span> <span class=\"n\">inplace<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/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=91228f39\">\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=\"Loading-the-Marvel-Dataframe\">Loading the Marvel Dataframe<a class=\"anchor-link\" href=\"#Loading-the-Marvel-Dataframe\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=91d37d4c\">\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=\"c1\">##Loading the data into a dataframe in Python<\/span>\n<span class=\"n\">marvel_df<\/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\">'marvel-wikia-data.csv'<\/span><span class=\"p\">,<\/span><span class=\"n\">sep<\/span><span class=\"o\">=<\/span><span class=\"s1\">','<\/span><span class=\"p\">)<\/span> <span class=\"c1\">#Load the dataframe<\/span>\n<span class=\"n\">marvel_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Year'<\/span><span class=\"p\">]<\/span><span class=\"o\">=<\/span> <span class=\"n\">marvel_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Year'<\/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><span class=\"o\">.<\/span><span class=\"n\">astype<\/span><span class=\"p\">(<\/span><span class=\"nb\">int<\/span><span class=\"p\">)<\/span> \n<span class=\"n\">marvel_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'APPEARANCES'<\/span><span class=\"p\">]<\/span><span class=\"o\">=<\/span> <span class=\"n\">marvel_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'APPEARANCES'<\/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><span class=\"o\">.<\/span><span class=\"n\">astype<\/span><span class=\"p\">(<\/span><span class=\"nb\">int<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">marvel_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">marvel_df<\/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\">'ID'<\/span><span class=\"p\">:<\/span> <span class=\"s1\">'identity'<\/span><span class=\"p\">})<\/span>\n<span class=\"n\">marvel_df<\/span><span class=\"o\">.<\/span><span class=\"n\">fillna<\/span><span class=\"p\">(<\/span><span class=\"s1\">''<\/span><span class=\"p\">,<\/span> <span class=\"n\">inplace<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/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=09690f90\">\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=\"Why-GridDB?\">Why GridDB?<a class=\"anchor-link\" href=\"#Why-GridDB?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9811225d\">\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>GridDB is a suitable choice for this analysis for the below reasons -<\/p>\n<ul>\n<li> High-performance and scalability: GridDB is designed to handle large-scale data processing with high-speed data ingestion and low-latency data retrieval. <\/li>\n<li> Real-time analytics: GridDB offers real-time analytics capabilities<\/li><li>  to enable real-time decision-making and the ability to derive actionable insights from your data in a timely manner. <\/li>\n<li> Integration with other technologies: GridDB offers support for various programming languages and provides APIs for easy integration with different applications and systems. It also supports integration with popular frameworks and tools commonly used in data processing and analytics workflows. <\/li>\n<\/ul><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6e3a6816\">\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=\"Containers-in-GridDB\">Containers in GridDB<a class=\"anchor-link\" href=\"#Containers-in-GridDB\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6494f630\">\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>GridDB supports the concept of containers. Containers in GridDB are logical containers that can hold data and define the schema for the stored data. They are analogous to tables in a relational database or collections in a NoSQL database.<\/p>\n<p>You can create multiple containers within a GridDB database to organize and store different types of data. Each container can have its own schema, columns, and indexes based on your data requirements. This allows you to efficiently manage and access different types of data within the same GridDB database instance.<\/p>\n<p>By using multiple containers, you can logically separate and structure your data according to your application's needs, making it easier to query, analyze, and manipulate the data independently within each container.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=ac64f0e2\">\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=\"Options-to-connect-to-GridDB\">Options to connect to GridDB<a class=\"anchor-link\" href=\"#Options-to-connect-to-GridDB\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=a5d46f93\">\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>There are three options to connect to GridDB - <\/p><ol><\/ol>\n<li> GridDB JDBC Driver<\/li>\n<li> RESTful Web API<\/li>\n<li> GridDB Python Libraries<\/li> \n<ol>\n<li><b> GridDB JDBC Driver:<\/b>\n<ul> <li> GridDB provides a JDBC (Java Database Connectivity) driver that allows you to connect to GridDB using Java.<\/li>\n<li> You can use the JDBC driver to establish a connection, execute SQL queries, and perform database operations programmatically. <\/li><\/ul> <br>\n<\/li><li><b>RESTful Web API:<\/b><ul> <li> GridDB offers a RESTful Web API that allows you to interact with GridDB using HTTP requests.<\/li><li>You can use standard HTTP methods like GET, POST, PUT, DELETE to perform operations on GridDB.<\/li><li> This option provides a platform-independent way to connect to GridDB from various programming languages and platforms. <\/li> <\/ul><br>This is the official resource for the <a href=\"https:\/\/griddb.net\/en\/blog\/griddb-webapi\/\"> WebAPI. <\/a>\n<\/li><li><b> Python Libraries:<\/b><ul><li>griddb-python: The 'griddb-python' library provides a mechanism to connect to GridDB and perform operations using Python.<\/li>\n<\/ul><\/li>\n<\/ol>\n<p>Note that the Python JayDeBeApi library can be utilized to connect to GridDB using the GridDB JDBC driver. This allows Python programs to connect to GridDB and run queries using JDBC. In this article, we use Jaydebe API to connect to GridDB.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=30ca3ebc\">\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=\"Establishing-the-connection-to-GridDB-using-Jaydebe-API\">Establishing the connection to GridDB using Jaydebe API<a class=\"anchor-link\" href=\"#Establishing-the-connection-to-GridDB-using-Jaydebe-API\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=2b769fdb\">\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>JayDeBeApi is a Python module that enables connecting to databases that support the Java Database Connectivity (JDBC) standard. It acts as a bridge between Python and the database using JDBC, allowing users to execute SQL queries and interact with databases from their Python code. Moreover, JaydebeAPI enables connecting to both a standalone deployment of GridDB or cloud deployment. In this article, we use the GridDB Cloud environment.\n<b> Please note that GridDB Cloud is currently only available in Japan but it will be available globally in the near-future.<\/b> If you have a cloud-based GridDB deployment, ensure that you have the necessary information to establish the JDBC connection, such as the JDBC URL, username, and password provided by your cloud service provider. Also make sure you whitelist your IP Address<br>\nRefer to <a href=\"https:\/\/griddb.net\/en\/blog\/an-introduction-to-griddb-cloud\/\"> GridDB cloud documentation<\/a> for more information.<\/p>\n<p>The JayDeBeApi library requires the JDBC driver specific to the database you want to connect to. In the case of GridDB, you need to have the GridDB JDBC driver (gridstore-jdbc.jar) installed.<\/p>\n<p>Here are the steps to do so -<\/p>\n<ul>\n<li> Download the GridDB JDBC drivers from the GridDB Cloud portal by accessing the Supports page on the Cloud portal and scrolling down to the \"GridDB Cloud Library and Plugin download\" section. <\/li>\n<li> Note that the file downloaded is a zip archive. On extracting it, the JDBC driver files can be found within the JDBC folder.<\/li>\n<li>The GridDB JDBC driver files are - <\/li>\n<\/ul><ol>\n<li>gridstore-5.2.0.jar <\/li>\n<li>gridstore-jdbc-5.2.0.jar<\/li>\n<li>gridstore-advanced-5.2.0.jar<\/li>\n<\/ol><br>\n<li> Save all the jar files in the same folder location and in a location accessible by your Python environment. <\/li>\n<li>Add the location of the jar files to the CLASSPATH system environment variable. To do this on a Windows machine, access the 'Environment Variables' from the 'Control Panel'. Under the 'System Variables', create a new variable called 'CLASSPATH' and mention the locations of the 3 jar files.<\/li>\n<li>Install the JayDeBeApi Python package in your Python environment.<\/li>\n<li>You are now ready to connect to the GridDB database from Python.Once the connection is established, you can execute SQL queries and perform database operations using the JayDeBeApi connection object. <\/li>\n<li> It is important to note that the drivers for GridDB Cloud are different from GridDB OSS. <\/li>\n<li> If you get an error at any point, here is a list of error codes to get more context around the error - <a href=\"http:\/\/www.toshiba-sol.co.jp\/en\/pro\/griddb\/docs-en\/v4_3\/GridDB_ErrorCodes.html\"> GridDB Error Codes <\/a> <\/li>\n<li>Ensure that the SSL Mode is set to 'sslMode=PREFERRED'. Ensure that the connectionRoute is set to PUBLIC.<\/li> \n<li> You can also refer to this <a href=\"https:\/\/griddb.net\/en\/blog\/introducing-griddb-cloud-v1-6-on-premises-connection\/\"> GridDB article <\/a> for more information. <\/li>\n<br>\n<br>\nWe will use the GridDB notification provider method to connect to GridDB. First, make a note of the notificationProvider, the GridDB cluster name, the GridDB database name and the username\/password to access the database. These values will be used to construct the connection string and establish the connection to GridDB. \n\n\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=d7ad6590\">\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[12]:<\/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\">notification_provider<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"https:\/\/dbaasshareextconsta.blob.core.windows.net\/dbaas-share-extcon-blob\/trial1602.json?sv=2015-04-05&amp;sr=b&amp;st=2023-03-14T00%3A00%3A00.0000000Z&amp;se=2073-03-14T00%3A00%3A00.0000000Z&amp;sp=r&amp;sig=h2VJ0xAqsnRsqWV5CAS66RifPIZ1PDCJ0x<\/span><span class=\"si\">%2F<\/span><span class=\"s2\">iXb2FOhA%3D\"<\/span>\n<span class=\"n\">np_encode<\/span> <span class=\"o\">=<\/span> <span class=\"n\">urllib<\/span><span class=\"o\">.<\/span><span class=\"n\">parse<\/span><span class=\"o\">.<\/span><span class=\"n\">quote<\/span><span class=\"p\">(<\/span><span class=\"n\">notification_provider<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">cluster_name<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"gs_clustertrial1602\"<\/span> <span class=\"c1\">## Specify the cluster name here<\/span>\n<span class=\"n\">cn_encode<\/span> <span class=\"o\">=<\/span> <span class=\"n\">urllib<\/span><span class=\"o\">.<\/span><span class=\"n\">parse<\/span><span class=\"o\">.<\/span><span class=\"n\">quote<\/span><span class=\"p\">(<\/span><span class=\"n\">cluster_name<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">database_name<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"python_blogs\"<\/span> <span class=\"c1\">## Specify the database name here<\/span>\n<span class=\"n\">dbn_encode<\/span> <span class=\"o\">=<\/span> <span class=\"n\">urllib<\/span><span class=\"o\">.<\/span><span class=\"n\">parse<\/span><span class=\"o\">.<\/span><span class=\"n\">quote<\/span><span class=\"p\">(<\/span><span class=\"n\">database_name<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">sslMode<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"&amp;sslMode=PREFERRED\"<\/span>  <span class=\"c1\">#sslMode should be PREFERRED and connectionRoute should be PUBLIC<\/span>\n<span class=\"n\">sm_encode<\/span> <span class=\"o\">=<\/span> <span class=\"n\">urllib<\/span><span class=\"o\">.<\/span><span class=\"n\">parse<\/span><span class=\"o\">.<\/span><span class=\"n\">quote<\/span><span class=\"p\">(<\/span><span class=\"n\">sslMode<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">username<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"Admin\"<\/span>\n<span class=\"n\">password<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"O6cx2JY1\"<\/span>\n\n<span class=\"c1\">#Construct the JDBC URL to be used to connect to the GridDB database. The format is -<\/span>\n<span class=\"c1\"># jdbc:gs:\/\/\/clusterName\/databaseName?notificationProvider=theNotificationProviderURL&amp;sslMode=PREFERRED<\/span>\n<span class=\"n\">url<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"jdbc:gs:\/\/\/\"<\/span> <span class=\"o\">+<\/span> <span class=\"n\">cn_encode<\/span> <span class=\"o\">+<\/span>  <span class=\"s2\">\"\/\"<\/span> <span class=\"o\">+<\/span> <span class=\"n\">dbn_encode<\/span> <span class=\"o\">+<\/span> <span class=\"s2\">\"?notificationProvider=\"<\/span> <span class=\"o\">+<\/span> <span class=\"n\">np_encode<\/span> <span class=\"o\">+<\/span> <span class=\"n\">sm_encode<\/span> \n\n<span class=\"c1\">#print(\"JDBC URL is \" + url)<\/span>\n<span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">chdir<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"\/home\/israel\/development\/upwork\/GridDB\/lib\/\"<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">os<\/span><span class=\"o\">.<\/span><span class=\"n\">environ<\/span><span class=\"p\">[<\/span><span class=\"s1\">'CLASSPATH'<\/span><span class=\"p\">]<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">'\/home\/israel\/development\/upwork\/GridDB\/lib'<\/span>\n<span class=\"n\">conn<\/span> <span class=\"o\">=<\/span> <span class=\"n\">jaydebeapi<\/span><span class=\"o\">.<\/span><span class=\"n\">connect<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"com.toshiba.mwcloud.gs.sql.Driver\"<\/span><span class=\"p\">,<\/span>\n    <span class=\"n\">url<\/span><span class=\"p\">,<\/span> \n    <span class=\"p\">{<\/span><span class=\"s1\">'user'<\/span><span class=\"p\">:<\/span> <span class=\"n\">username<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'password'<\/span><span class=\"p\">:<\/span> <span class=\"n\">password<\/span><span class=\"p\">,<\/span>\n      <span class=\"s1\">'connectionRoute'<\/span><span class=\"p\">:<\/span><span class=\"s1\">'PUBLIC'<\/span><span class=\"p\">}<\/span>\n    <span class=\"p\">,<\/span> <span class=\"s2\">\"gridstore-jdbc.jar\"<\/span><span class=\"p\">)<\/span>  <span class=\"c1\">#ensure to provide the correct location of the gridstore-jdbc JAR library<\/span>\n\n<span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"s1\">'success!'<\/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=\"application\/vnd.jupyter.stderr\" tabindex=\"0\">\n<pre>\n<span class=\"ansi-red-fg\">---------------------------------------------------------------------------<\/span>\n<span class=\"ansi-red-fg\">TypeError<\/span>                                 Traceback (most recent call last)\n<span class=\"ansi-green-fg\">&lt;ipython-input-12-0458df6b53ce&gt;<\/span> in <span class=\"ansi-cyan-fg\">&lt;module&gt;<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">     24<\/span>     {'user': username, 'password': password,\n<span class=\"ansi-green-intense-fg ansi-bold\">     25<\/span>       'connectionRoute':'PUBLIC'}\n<span class=\"ansi-green-fg\">---&gt; 26<\/span><span class=\"ansi-red-fg\">     , \"gridstore-jdbc.jar\")  #ensure to provide the correct location of the gridstore-jdbc JAR library\n<\/span><span class=\"ansi-green-intense-fg ansi-bold\">     27<\/span> \n<span class=\"ansi-green-intense-fg ansi-bold\">     28<\/span> print<span class=\"ansi-blue-fg\">(<\/span><span class=\"ansi-blue-fg\">'success!'<\/span><span class=\"ansi-blue-fg\">)<\/span>\n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/jaydebeapi\/__init__.py<\/span> in <span class=\"ansi-cyan-fg\">connect<\/span><span class=\"ansi-blue-fg\">(jclassname, url, driver_args, jars, libs)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    410<\/span>     <span class=\"ansi-green-fg\">else<\/span><span class=\"ansi-blue-fg\">:<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    411<\/span>         libs <span class=\"ansi-blue-fg\">=<\/span> <span class=\"ansi-blue-fg\">[<\/span><span class=\"ansi-blue-fg\">]<\/span>\n<span class=\"ansi-green-fg\">--&gt; 412<\/span><span class=\"ansi-red-fg\">     <\/span>jconn <span class=\"ansi-blue-fg\">=<\/span> _jdbc_connect<span class=\"ansi-blue-fg\">(<\/span>jclassname<span class=\"ansi-blue-fg\">,<\/span> url<span class=\"ansi-blue-fg\">,<\/span> driver_args<span class=\"ansi-blue-fg\">,<\/span> jars<span class=\"ansi-blue-fg\">,<\/span> libs<span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    413<\/span>     <span class=\"ansi-green-fg\">return<\/span> Connection<span class=\"ansi-blue-fg\">(<\/span>jconn<span class=\"ansi-blue-fg\">,<\/span> _converters<span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    414<\/span> \n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/jaydebeapi\/__init__.py<\/span> in <span class=\"ansi-cyan-fg\">_jdbc_connect_jpype<\/span><span class=\"ansi-blue-fg\">(jclassname, url, driver_args, jars, libs)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    219<\/span>             <span class=\"ansi-green-fg\">return<\/span> jpype<span class=\"ansi-blue-fg\">.<\/span>JArray<span class=\"ansi-blue-fg\">(<\/span>jpype<span class=\"ansi-blue-fg\">.<\/span>JByte<span class=\"ansi-blue-fg\">,<\/span> <span class=\"ansi-cyan-fg\">1<\/span><span class=\"ansi-blue-fg\">)<\/span><span class=\"ansi-blue-fg\">(<\/span>data<span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    220<\/span>     <span class=\"ansi-red-fg\"># register driver for DriverManager<\/span>\n<span class=\"ansi-green-fg\">--&gt; 221<\/span><span class=\"ansi-red-fg\">     <\/span>jpype<span class=\"ansi-blue-fg\">.<\/span>JClass<span class=\"ansi-blue-fg\">(<\/span>jclassname<span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    222<\/span>     <span class=\"ansi-green-fg\">if<\/span> isinstance<span class=\"ansi-blue-fg\">(<\/span>driver_args<span class=\"ansi-blue-fg\">,<\/span> dict<span class=\"ansi-blue-fg\">)<\/span><span class=\"ansi-blue-fg\">:<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    223<\/span>         Properties <span class=\"ansi-blue-fg\">=<\/span> jpype<span class=\"ansi-blue-fg\">.<\/span>java<span class=\"ansi-blue-fg\">.<\/span>util<span class=\"ansi-blue-fg\">.<\/span>Properties\n\n<span class=\"ansi-green-fg\">~\/.local\/lib\/python3.6\/site-packages\/jpype\/_jclass.py<\/span> in <span class=\"ansi-cyan-fg\">__new__<\/span><span class=\"ansi-blue-fg\">(cls, jc, loader, initialize)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">     97<\/span> \n<span class=\"ansi-green-intense-fg ansi-bold\">     98<\/span>         <span class=\"ansi-red-fg\"># Pass to class factory to create the type<\/span>\n<span class=\"ansi-green-fg\">---&gt; 99<\/span><span class=\"ansi-red-fg\">         <\/span><span class=\"ansi-green-fg\">return<\/span> _jpype<span class=\"ansi-blue-fg\">.<\/span>_getClass<span class=\"ansi-blue-fg\">(<\/span>jc<span class=\"ansi-blue-fg\">)<\/span>\n<span class=\"ansi-green-intense-fg ansi-bold\">    100<\/span> \n<span class=\"ansi-green-intense-fg ansi-bold\">    101<\/span> \n\n<span class=\"ansi-red-fg\">TypeError<\/span>: Class com.toshiba.mwcloud.gs.sql.Driver is not found\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=b0a83a9d\">\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>You're all set now. The connection established above can be used throughout for DDL and DML process within the database. You are good to use SQL like statements provided by GridDB to create the container and run queries on the same.\n<br>\n<br>\nIf you face any issues with the connection, here are some pointers on what to check - <br><\/p>\n<ol>\n<li>Confirm that you have all 3 GridDB JDBC driver files downloaded and accessible in your system.<\/li>\n<li>Ensure that all 3 GridDB JDBC driver files are accessible in the CLASSPATH environment system variable.<\/li>\n<li>Ensure to use the correct notificationProvider URL. The notificationProvider URL can be found in the GridDB Cloud Clusters view.<\/li>\n<li>Ensure that your IP Address is specified in the exception list maintained on the GridDB Cloud instance.<\/li>\n<li>Ensure that your Python environment can access the GridDB JDBC driver files. If you are using an Anaconda environment, ensure to restart the environment after setting up the CLASSPATH environment system variable.<\/li>\n<\/ol>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=c127bcee\">\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=\"Creating-the-Containers\">Creating the Containers<a class=\"anchor-link\" href=\"#Creating-the-Containers\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=3214fdaa\">\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=\"DC-Dataset\">DC Dataset<a class=\"anchor-link\" href=\"#DC-Dataset\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=de815c62\">\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[\u00a0]:<\/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\">sql_query1<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    CREATE TABLE DC_Dataset <\/span>\n<span class=\"s2\">        (<\/span>\n<span class=\"s2\">        page_id INT,<\/span>\n<span class=\"s2\">        name VARCHAR(100),<\/span>\n<span class=\"s2\">        urlslug VARCHAR(100),<\/span>\n<span class=\"s2\">        identity VARCHAR(20),<\/span>\n<span class=\"s2\">        align VARCHAR(20),<\/span>\n<span class=\"s2\">        eye VARCHAR(20),<\/span>\n<span class=\"s2\">        hair VARCHAR(30),<\/span>\n<span class=\"s2\">        sex VARCHAR(25),<\/span>\n<span class=\"s2\">        gsm VARCHAR(20),<\/span>\n<span class=\"s2\">        alive VARCHAR(20),<\/span>\n<span class=\"s2\">        appearances INT,<\/span>\n<span class=\"s2\">        first_appearance VARCHAR(20),<\/span>\n<span class=\"s2\">        YEAR INT,<\/span>\n<span class=\"s2\">        PRIMARY KEY (page_id)<\/span>\n<span class=\"s2\">        )<\/span>\n<span class=\"s2\">\"\"\"<\/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=35914263\">\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[\u00a0]:<\/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=\"k\">with<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span> <span class=\"k\">as<\/span> <span class=\"n\">cursor<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query1<\/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=47f376c8\">\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=\"Marvel-Dataset\">Marvel Dataset<a class=\"anchor-link\" href=\"#Marvel-Dataset\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8aff7ad4\">\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[\u00a0]:<\/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\">sql_query2<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"sa\">f<\/span><span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    CREATE TABLE Marvel_Dataset <\/span>\n<span class=\"s2\">        (<\/span>\n<span class=\"s2\">        page_id INT,<\/span>\n<span class=\"s2\">        name VARCHAR(100),<\/span>\n<span class=\"s2\">        urlslug VARCHAR(100),<\/span>\n<span class=\"s2\">        identity VARCHAR(20),<\/span>\n<span class=\"s2\">        align VARCHAR(20),<\/span>\n<span class=\"s2\">        eye VARCHAR(20),<\/span>\n<span class=\"s2\">        hair VARCHAR(30),<\/span>\n<span class=\"s2\">        sex VARCHAR(25),<\/span>\n<span class=\"s2\">        gsm VARCHAR(20),<\/span>\n<span class=\"s2\">        alive VARCHAR(20),<\/span>\n<span class=\"s2\">        appearances INT,<\/span>\n<span class=\"s2\">        first_appearance VARCHAR(20),<\/span>\n<span class=\"s2\">        YEAR INT,<\/span>\n<span class=\"s2\">        PRIMARY KEY (page_id)<\/span>\n<span class=\"s2\">        )<\/span>\n<span class=\"s2\">\"\"\"<\/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=e16cc09c\">\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[\u00a0]:<\/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=\"k\">with<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span> <span class=\"k\">as<\/span> <span class=\"n\">cursor<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query2<\/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=1d204831\">\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>That's it. The containers have been created using SQL create table syntax.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=c2ff30b5\">\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=\"Loading-the-Containers\">Loading the Containers<a class=\"anchor-link\" href=\"#Loading-the-Containers\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=1ea3f0a5\">\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>One of the advantages of using JaydebeAPI and GridDB together is the ability to use GridDB's SQL-like syntaxes. Here is <a href=\"https:\/\/www.toshiba-sol.co.jp\/en\/pro\/griddb\/docs-en\/v4_5\/GridDB_SQL_Reference.html\"> GridDB's SQL Reference. <\/a><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=a2a8f223\">\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=\"Loading-the-Container-'DC_Dataset'\">Loading the Container 'DC_Dataset'<a class=\"anchor-link\" href=\"#Loading-the-Container-'DC_Dataset'\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=79ea01c9\">\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[\u00a0]:<\/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\"># Prepare the SQL statement for insertion<\/span>\n<span class=\"n\">sql_query2<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"INSERT INTO DC_Dataset (page_id,name,urlslug,identity,align,eye,hair,sex,gsm,alive,appearances,first_appearance,YEAR) VALUES (?,?,?,?,?,?,?,?,?,?,?,?,?)\"<\/span>\n\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">_<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">dc_df<\/span><span class=\"o\">.<\/span><span class=\"n\">iterrows<\/span><span class=\"p\">():<\/span>\n    <span class=\"k\">try<\/span><span class=\"p\">:<\/span>\n        <span class=\"c1\"># Execute the INSERT statement for each row of data<\/span>\n        <span class=\"k\">with<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span> <span class=\"k\">as<\/span> <span class=\"n\">cursor<\/span><span class=\"p\">:<\/span>\n            <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query2<\/span><span class=\"p\">,<\/span> <span class=\"nb\">tuple<\/span><span class=\"p\">(<\/span><span class=\"n\">row<\/span><span class=\"p\">))<\/span>\n    <span class=\"k\">except<\/span> <span class=\"ne\">Exception<\/span> <span class=\"k\">as<\/span> <span class=\"n\">e<\/span><span class=\"p\">:<\/span>\n        <span class=\"c1\"># Handle any exceptions that may occur during execution<\/span>\n        <span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"Error:\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">e<\/span><span class=\"p\">,<\/span> <span class=\"s1\">' '<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Commit the changes<\/span>\n<span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">commit<\/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=12e9482c\">\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=\"Loading-the-Container-'Marvel_Dataset'\">Loading the Container 'Marvel_Dataset'<a class=\"anchor-link\" href=\"#Loading-the-Container-'Marvel_Dataset'\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=5556dff5\">\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[\u00a0]:<\/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\"># Prepare the SQL statement for insertion<\/span>\n<span class=\"n\">sql_query3<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"INSERT INTO Marvel_Dataset (page_id,name,urlslug,identity,align,eye,hair,sex,gsm,alive,appearances,first_appearance,Year) VALUES (?,?,?,?,?,?,?,?,?,?,?,?,?)\"<\/span>\n\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">_<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">marvel_df<\/span><span class=\"o\">.<\/span><span class=\"n\">iterrows<\/span><span class=\"p\">():<\/span>\n    <span class=\"k\">try<\/span><span class=\"p\">:<\/span>\n        <span class=\"c1\"># Execute the INSERT statement for each row of data<\/span>\n        <span class=\"k\">with<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span> <span class=\"k\">as<\/span> <span class=\"n\">cursor<\/span><span class=\"p\">:<\/span>\n            <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query3<\/span><span class=\"p\">,<\/span> <span class=\"nb\">tuple<\/span><span class=\"p\">(<\/span><span class=\"n\">row<\/span><span class=\"p\">))<\/span>\n    <span class=\"k\">except<\/span> <span class=\"ne\">Exception<\/span> <span class=\"k\">as<\/span> <span class=\"n\">e<\/span><span class=\"p\">:<\/span>\n        <span class=\"c1\"># Handle any exceptions that may occur during execution<\/span>\n        <span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"s2\">\"Error:\"<\/span><span class=\"p\">,<\/span> <span class=\"n\">e<\/span><span class=\"p\">,<\/span> <span class=\"s1\">' '<\/span><span class=\"p\">,<\/span> <span class=\"n\">row<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Commit the changes<\/span>\n<span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">commit<\/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=53587aa4\">\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=\"Visualization-&amp;-Analysis-of-the-Data-in-GridDB\">Visualization &amp; Analysis of the Data in GridDB<a class=\"anchor-link\" href=\"#Visualization-&amp;-Analysis-of-the-Data-in-GridDB\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=79f23dc2\">\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=\"How-many-Characters-are-alive-and-how-many-are-dead-in-the-DC-Universe?\">How many Characters are alive and how many are dead in the DC Universe?<a class=\"anchor-link\" href=\"#How-many-Characters-are-alive-and-how-many-are-dead-in-the-DC-Universe?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=2035a20f\">\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[\u00a0]:<\/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\">sql_query4<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT CASE WHEN alive = '' THEN 'Not Known' ELSE alive END AS Living_Status, count(alive) as num_characters<\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    GROUP BY Living_Status<\/span>\n<span class=\"s2\">\"\"\"<\/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=1a50194e\">\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[\u00a0]:<\/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\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query4<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">results<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Convert the query results to a DataFrame<\/span>\n<span class=\"n\">alive_dead_dc_df<\/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\">results<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'alive'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'num_characters'<\/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=434ccb72\">\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[\u00a0]:<\/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\"># Data for the pie plot<\/span>\n<span class=\"n\">labels<\/span> <span class=\"o\">=<\/span> <span class=\"n\">alive_dead_dc_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'alive'<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">sizes<\/span> <span class=\"o\">=<\/span> <span class=\"n\">alive_dead_dc_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'num_characters'<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Create the pie plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">pie<\/span><span class=\"p\">(<\/span><span class=\"n\">sizes<\/span><span class=\"p\">,<\/span> <span class=\"n\">labels<\/span><span class=\"o\">=<\/span><span class=\"n\">labels<\/span><span class=\"p\">,<\/span> <span class=\"n\">autopct<\/span><span class=\"o\">=<\/span><span class=\"s1\">'<\/span><span class=\"si\">%1.2f%%<\/span><span class=\"s1\">'<\/span><span class=\"p\">,<\/span> <span class=\"n\">startangle<\/span><span class=\"o\">=<\/span><span class=\"mi\">90<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Set aspect ratio to be equal so that pie is drawn as a circle<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">axis<\/span><span class=\"p\">(<\/span><span class=\"s1\">'equal'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Set a title for the plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'DC Universe - Distribution of Alive and Dead Characters'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display the plot<\/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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\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=72ea6da6\">\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><b>Insight(s):<\/b> Around 75% of the characters in the DC world are alive while 25% of the characters are dead.There are some characters whose living status is not yet clear (0.04%).<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=670f445f\">\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>Now, let's see how many in the Marvel World are alive and how many are dead.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=7eb6c549\">\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=\"How-many-Characters-are-alive-and-how-many-are-dead-in-the-Marvel-Universe?\">How many Characters are alive and how many are dead in the Marvel Universe?<a class=\"anchor-link\" href=\"#How-many-Characters-are-alive-and-how-many-are-dead-in-the-Marvel-Universe?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=47200949\">\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[\u00a0]:<\/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\">sql_query5<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT CASE WHEN alive = '' THEN 'Not Known' ELSE alive END AS Living_Status, count(alive) as num_characters<\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    GROUP BY Living_Status<\/span>\n<span class=\"s2\">\"\"\"<\/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=a316f5ae\">\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[\u00a0]:<\/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\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query5<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">results<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Convert the query results to a DataFrame<\/span>\n<span class=\"n\">alive_dead_marvel_df<\/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\">results<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'alive'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'num_characters'<\/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=36af79b5\">\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[\u00a0]:<\/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\"># Data for the pie plot<\/span>\n<span class=\"n\">labels<\/span> <span class=\"o\">=<\/span> <span class=\"n\">alive_dead_marvel_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'alive'<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">sizes<\/span> <span class=\"o\">=<\/span> <span class=\"n\">alive_dead_marvel_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'num_characters'<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Create the pie plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">pie<\/span><span class=\"p\">(<\/span><span class=\"n\">sizes<\/span><span class=\"p\">,<\/span> <span class=\"n\">labels<\/span><span class=\"o\">=<\/span><span class=\"n\">labels<\/span><span class=\"p\">,<\/span> <span class=\"n\">autopct<\/span><span class=\"o\">=<\/span><span class=\"s1\">'<\/span><span class=\"si\">%1.2f%%<\/span><span class=\"s1\">'<\/span><span class=\"p\">,<\/span> <span class=\"n\">startangle<\/span><span class=\"o\">=<\/span><span class=\"mi\">90<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Set aspect ratio to be equal so that pie is drawn as a circle<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">axis<\/span><span class=\"p\">(<\/span><span class=\"s1\">'equal'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Set a title for the plot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Marvel Universe - Distribution of Alive and Dead Characters'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display the plot<\/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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\">\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=d9c53755\">\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><b>Insight(s):<\/b> About 77% of the characters in the Marvel Universe are alive while 23% of the characters are dead.There are some characters whose living status is not yet clear (0.02%).<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=5896c76d\">\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=\"What-is-the-Gender-Distribution-of-Characters-in-Marvel-and-DC-Universes?\">What is the Gender Distribution of Characters in Marvel and DC Universes?<a class=\"anchor-link\" href=\"#What-is-the-Gender-Distribution-of-Characters-in-Marvel-and-DC-Universes?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=5e0fcb30\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT CASE WHEN Sex = '' THEN 'Not Available' ELSE Sex END as Gender, COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    GROUP BY Sex<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_marvel<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">result_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/span><span class=\"p\">()<\/span>\n\n<span class=\"n\">sql_query_dc<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT CASE WHEN Sex = '' THEN 'Not Available' ELSE Sex END as Gender, COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    GROUP BY Sex<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_dc<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">result_dc<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Separate the sexes and counts from the Marvel and DC results<\/span>\n<span class=\"n\">sexes_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">result_marvel<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">counts_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">result_marvel<\/span><span class=\"p\">]<\/span>\n\n<span class=\"n\">sexes_dc<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">result_dc<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">counts_dc<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">row<\/span><span class=\"p\">[<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">row<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">result_dc<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Create a wider figure with a larger width<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">figure<\/span><span class=\"p\">(<\/span><span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">17<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Generate unique colors for 'Marvel' and 'DC'<\/span>\n<span class=\"n\">colors<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"s1\">'tab:blue'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'tab:red'<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Create the Marvel subplot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplot<\/span><span class=\"p\">(<\/span><span class=\"mi\">1<\/span><span class=\"p\">,<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"mi\">1<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">bars_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">barh<\/span><span class=\"p\">(<\/span><span class=\"n\">sexes_marvel<\/span><span class=\"p\">,<\/span> <span class=\"n\">counts_marvel<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"n\">colors<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">])<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Number of Characters'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Sex'<\/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\">'Marvel Gender Distribution'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display values on the bars in the Marvel subplot<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">bar<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">bars_marvel<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_width<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_y<\/span><span class=\"p\">()<\/span> <span class=\"o\">+<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_height<\/span><span class=\"p\">()<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'left'<\/span><span class=\"p\">,<\/span> <span class=\"n\">va<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Create the DC subplot<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplot<\/span><span class=\"p\">(<\/span><span class=\"mi\">1<\/span><span class=\"p\">,<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"mi\">2<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">bars_dc<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">barh<\/span><span class=\"p\">(<\/span><span class=\"n\">sexes_dc<\/span><span class=\"p\">,<\/span> <span class=\"n\">counts_dc<\/span><span class=\"p\">,<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"n\">colors<\/span><span class=\"p\">[<\/span><span class=\"mi\">1<\/span><span class=\"p\">])<\/span>\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Number of Characters'<\/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\">'DC Gender Distribution'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display values on the bars in the DC subplot<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">bar<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">bars_dc<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_width<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_y<\/span><span class=\"p\">()<\/span> <span class=\"o\">+<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_height<\/span><span class=\"p\">()<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'left'<\/span><span class=\"p\">,<\/span> <span class=\"n\">va<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots_adjust<\/span><span class=\"p\">(<\/span><span class=\"n\">left<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">bottom<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">right<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">top<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">wspace<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.5<\/span><span class=\"p\">,<\/span> <span class=\"n\">hspace<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">suptitle<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Marvel vs DC Gender Distribution'<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontsize<\/span><span class=\"o\">=<\/span><span class=\"mi\">16<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontweight<\/span><span class=\"o\">=<\/span><span class=\"s1\">'bold'<\/span><span class=\"p\">)<\/span>\n\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=\"jp-needs-light-background\" 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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=531c9205\">\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><b> Insight(s): <\/b> <\/p><ul> <li> It is interesting to note that the Marvel Universe has significantly more male characters than the DC Universe. <\/li> <li> Both DC and Marvel have characters across different genders thereby representing gender diversity fairly well.<\/li> <\/ul>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=7adc46a7\">\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=\"From-Secret-to-Public:-Decoding-Character-Identities-in-DC-and-Marvel\">From Secret to Public: Decoding Character Identities in DC and Marvel<a class=\"anchor-link\" href=\"#From-Secret-to-Public:-Decoding-Character-Identities-in-DC-and-Marvel\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=195ee3d5\">\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>Let's look at some interesting stats here to understand how many characters are secret identities Vs how many have an identity that is known to the public.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=c38c1dcc\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT 'Marvel',CASE WHEN identity = '' THEN 'Not Available' ELSE identity END as identity, COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    GROUP BY 1,2<\/span>\n<span class=\"s2\">    UNION ALL<\/span>\n<span class=\"s2\">    SELECT 'DC',CASE WHEN identity = '' THEN 'Not Available' ELSE identity END as Gender, COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    GROUP BY 1,2<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_marvel<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">identity_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/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=3f26f5fb\">\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[\u00a0]:<\/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\"># Extract data for DC and Marvel separately<\/span>\n<span class=\"n\">dc_data<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[(<\/span><span class=\"n\">identity<\/span><span class=\"p\">,<\/span> <span class=\"n\">count<\/span><span class=\"p\">)<\/span> <span class=\"k\">for<\/span> <span class=\"n\">universe<\/span><span class=\"p\">,<\/span> <span class=\"n\">identity<\/span><span class=\"p\">,<\/span> <span class=\"n\">count<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">identity_data<\/span> <span class=\"k\">if<\/span> <span class=\"n\">universe<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'DC'<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">marvel_data<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[(<\/span><span class=\"n\">identity<\/span><span class=\"p\">,<\/span> <span class=\"n\">count<\/span><span class=\"p\">)<\/span> <span class=\"k\">for<\/span> <span class=\"n\">universe<\/span><span class=\"p\">,<\/span> <span class=\"n\">identity<\/span><span class=\"p\">,<\/span> <span class=\"n\">count<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">identity_data<\/span> <span class=\"k\">if<\/span> <span class=\"n\">universe<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'Marvel'<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\"># Create subplots<\/span>\n<span class=\"n\">fig<\/span><span class=\"p\">,<\/span> <span class=\"p\">(<\/span><span class=\"n\">ax1<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax2<\/span><span class=\"p\">)<\/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=\"mi\">1<\/span><span class=\"p\">,<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Plot for DC<\/span>\n<span class=\"n\">bars_dc<\/span> <span class=\"o\">=<\/span> <span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">barh<\/span><span class=\"p\">([<\/span><span class=\"n\">x<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">x<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">dc_data<\/span><span class=\"p\">],<\/span> <span class=\"p\">[<\/span><span class=\"n\">x<\/span><span class=\"p\">[<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">x<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">dc_data<\/span><span class=\"p\">],<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'blue'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Count'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Identity'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'DC Identity Distribution'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display values on the bars in the DC subplot<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">bar<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">bars_dc<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_width<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_y<\/span><span class=\"p\">()<\/span> <span class=\"o\">+<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_height<\/span><span class=\"p\">()<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'left'<\/span><span class=\"p\">,<\/span> <span class=\"n\">va<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Plot for Marvel<\/span>\n<span class=\"n\">bars_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">barh<\/span><span class=\"p\">([<\/span><span class=\"n\">x<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">x<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">marvel_data<\/span><span class=\"p\">],<\/span> <span class=\"p\">[<\/span><span class=\"n\">x<\/span><span class=\"p\">[<\/span><span class=\"mi\">1<\/span><span class=\"p\">]<\/span> <span class=\"k\">for<\/span> <span class=\"n\">x<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">marvel_data<\/span><span class=\"p\">],<\/span> <span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s1\">'red'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Count'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Identity'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Marvel Identity Distribution'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Display values on the bars in the Marvel subplot<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">bar<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">bars_marvel<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_width<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_y<\/span><span class=\"p\">()<\/span> <span class=\"o\">+<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_height<\/span><span class=\"p\">()<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'left'<\/span><span class=\"p\">,<\/span> <span class=\"n\">va<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots_adjust<\/span><span class=\"p\">(<\/span><span class=\"n\">left<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">bottom<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">right<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">top<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">,<\/span> <span class=\"n\">wspace<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.5<\/span><span class=\"p\">,<\/span> <span class=\"n\">hspace<\/span><span class=\"o\">=<\/span><span class=\"kc\">None<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">suptitle<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Marvel vs DC - Exploring Identities'<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontsize<\/span><span class=\"o\">=<\/span><span class=\"mi\">16<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontweight<\/span><span class=\"o\">=<\/span><span class=\"s1\">'bold'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Show the plot<\/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=\"jp-needs-light-background\" 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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=01fe518e\">\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><b> Insight(s): <\/b> <\/p><ul> <li> From the above plot, it is clear that Marvel has more characters with a secrety identity than DC.<\/li> <li>In the context of Marvel characters, the term \"Known to Authorities\" identity refers to a character whose true identity is known and recognized by government or law enforcement agencies within the Marvel Universe. This status typically indicates that the character's secret identity or alter ego is publicly known to certain official entities. Marvel has 15 characters with this status <\/li> <li> The term \"No Dual Identity\" refers to a character who does not have a secret or alter ego. These characters typically operate solely under their superhero or supervillain identities without concealing their true identities behind a civilian persona. Marvel has 1788 characters without a dual identity.<\/li><\/ul>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=0670defd\">\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=\"Physical-traits-in-each-of-the-Marvel-&amp;-DC-universes\">Physical traits in each of the Marvel &amp; DC universes<a class=\"anchor-link\" href=\"#Physical-traits-in-each-of-the-Marvel-&amp;-DC-universes\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=1581e808\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_traits<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT 'Marvel',<\/span>\n<span class=\"s2\">    CASE WHEN eye = '' THEN 'Not Known' ELSE eye END as eye,<\/span>\n<span class=\"s2\">    CASE WHEN hair = '' THEN 'Not Known' ELSE hair END as hair,<\/span>\n<span class=\"s2\">    COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    GROUP BY 1,2<\/span>\n<span class=\"s2\">    UNION ALL<\/span>\n<span class=\"s2\">    SELECT 'DC',<\/span>\n<span class=\"s2\">    CASE WHEN eye = '' THEN 'Not Known' ELSE eye END as eye, <\/span>\n<span class=\"s2\">    CASE WHEN hair = '' THEN 'Not Known' ELSE hair END as hair,<\/span>\n<span class=\"s2\">    COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    GROUP BY 1,2<\/span>\n<span class=\"s2\">    order by 4 desc<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_marvel<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">physicaltraits_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/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=07882d3d\">\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[\u00a0]:<\/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\">physicaltraits_df<\/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\">physicaltraits_data<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Eye_Color'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Hair_Color'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Cnt'<\/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=fb855b0b\">\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[\u00a0]:<\/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\"># Assuming you have the DataFrame named top10_physical_traits_df with the provided data<\/span>\n\n<span class=\"c1\"># Sort the DataFrame in descending order by the count column<\/span>\n<span class=\"n\">sorted_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">physicaltraits_df<\/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=\"s1\">'Cnt'<\/span><span class=\"p\">,<\/span> <span class=\"n\">ascending<\/span><span class=\"o\">=<\/span><span class=\"kc\">False<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Filter the sorted DataFrame for DC and Marvel categories separately<\/span>\n<span class=\"n\">dc_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'DC'<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">marvel_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'Marvel'<\/span><span class=\"p\">]<\/span>\n\n<span class=\"c1\">#dc_data<\/span>\n<span class=\"c1\">#marvel_data<\/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=385f2006\">\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[\u00a0]:<\/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\"># Assuming you have the DataFrame named top10_physical_traits_df with the provided data<\/span>\n\n<span class=\"c1\"># Sort the DataFrame in descending order by the count column<\/span>\n<span class=\"n\">sorted_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">physicaltraits_df<\/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=\"s1\">'Cnt'<\/span><span class=\"p\">,<\/span> <span class=\"n\">ascending<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Filter the sorted DataFrame for DC and Marvel categories separately<\/span>\n<span class=\"n\">dc_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'DC'<\/span><span class=\"p\">]<\/span>\n<span class=\"n\">marvel_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"n\">sorted_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">]<\/span> <span class=\"o\">==<\/span> <span class=\"s1\">'Marvel'<\/span><span class=\"p\">]<\/span>\n\n\n\n<span class=\"c1\"># Create a figure with two subplots<\/span>\n<span class=\"n\">fig<\/span><span class=\"p\">,<\/span> <span class=\"p\">(<\/span><span class=\"n\">ax1<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax2<\/span><span class=\"p\">)<\/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=\"mi\">1<\/span><span class=\"p\">,<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"n\">figsize<\/span><span class=\"o\">=<\/span><span class=\"p\">(<\/span><span class=\"mi\">12<\/span><span class=\"p\">,<\/span> <span class=\"mi\">6<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Plot for DC category<\/span>\n<span class=\"n\">bars_dc<\/span> <span class=\"o\">=<\/span> <span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">barh<\/span><span class=\"p\">(<\/span><span class=\"n\">dc_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Eye_Color'<\/span><span class=\"p\">]<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">' | '<\/span> <span class=\"o\">+<\/span> <span class=\"n\">dc_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Hair_Color'<\/span><span class=\"p\">],<\/span> <span class=\"n\">dc_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cnt'<\/span><span class=\"p\">])<\/span>\n<span class=\"c1\">#sorted_bars_dc = [bar for _, bar in sorted(zip(dc_data['Cnt'], bars_dc), reverse=True)]<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Count'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Eye Color | Hair Color'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Top 10 Physical Traits - DC Category'<\/span><span class=\"p\">)<\/span>\n\n\n<span class=\"k\">for<\/span> <span class=\"n\">bar<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">bars_dc<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_width<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_y<\/span><span class=\"p\">()<\/span> <span class=\"o\">+<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_height<\/span><span class=\"p\">()<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"nb\">int<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">),<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'left'<\/span><span class=\"p\">,<\/span> <span class=\"n\">va<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n\n<span class=\"c1\"># Plot for Marvel category<\/span>\n<span class=\"n\">bars_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">barh<\/span><span class=\"p\">(<\/span><span class=\"n\">marvel_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Eye_Color'<\/span><span class=\"p\">]<\/span> <span class=\"o\">+<\/span> <span class=\"s1\">' | '<\/span> <span class=\"o\">+<\/span> <span class=\"n\">marvel_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Hair_Color'<\/span><span class=\"p\">],<\/span> <span class=\"n\">marvel_data<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cnt'<\/span><span class=\"p\">])<\/span>\n<span class=\"c1\">#sorted_bars_marvel = [bar for _, bar in sorted(zip(marvel_data['Cnt'], bars_marvel), reverse=True)]<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Count'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Eye Color | Hair Color'<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Top 10 Physical Traits - Marvel Category'<\/span><span class=\"p\">)<\/span>\n\n\n<span class=\"k\">for<\/span> <span class=\"n\">bar<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">bars_marvel<\/span><span class=\"p\">:<\/span>\n    <span class=\"n\">width<\/span> <span class=\"o\">=<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_width<\/span><span class=\"p\">()<\/span>\n    <span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">,<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_y<\/span><span class=\"p\">()<\/span> <span class=\"o\">+<\/span> <span class=\"n\">bar<\/span><span class=\"o\">.<\/span><span class=\"n\">get_height<\/span><span class=\"p\">()<\/span> <span class=\"o\">\/<\/span> <span class=\"mi\">2<\/span><span class=\"p\">,<\/span> <span class=\"nb\">int<\/span><span class=\"p\">(<\/span><span class=\"n\">width<\/span><span class=\"p\">),<\/span> <span class=\"n\">ha<\/span><span class=\"o\">=<\/span><span class=\"s1\">'left'<\/span><span class=\"p\">,<\/span> <span class=\"n\">va<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">)<\/span>\n\n\n<span class=\"c1\"># Rotate the x-axis tick labels for better readability<\/span>\n<span class=\"n\">ax1<\/span><span class=\"o\">.<\/span><span class=\"n\">tick_params<\/span><span class=\"p\">(<\/span><span class=\"n\">axis<\/span><span class=\"o\">=<\/span><span class=\"s1\">'y'<\/span><span class=\"p\">,<\/span> <span class=\"n\">rotation<\/span><span class=\"o\">=<\/span><span class=\"mi\">30<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">ax2<\/span><span class=\"o\">.<\/span><span class=\"n\">tick_params<\/span><span class=\"p\">(<\/span><span class=\"n\">axis<\/span><span class=\"o\">=<\/span><span class=\"s1\">'y'<\/span><span class=\"p\">,<\/span> <span class=\"n\">rotation<\/span><span class=\"o\">=<\/span><span class=\"mi\">30<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots_adjust<\/span><span class=\"p\">(<\/span><span class=\"n\">wspace<\/span><span class=\"o\">=<\/span><span class=\"mf\">0.5<\/span><span class=\"p\">)<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">suptitle<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Top 10 Physical Traits - Marvel Vs DC'<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontsize<\/span><span class=\"o\">=<\/span><span class=\"mi\">16<\/span><span class=\"p\">,<\/span> <span class=\"n\">fontweight<\/span><span class=\"o\">=<\/span><span class=\"s1\">'bold'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Show the plot<\/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=\"jp-needs-light-background\" 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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=489df1af\">\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><b> Insight(s): <\/b> <\/p><ul><li>Among the physical traits of DC characters, Black Hair seems to be the most popular.<\/li>\n<li>Among the physical traits of Marvel characters, Blond Hair seems to be the most popular. <\/li>\n<li>It is interesting to note that the most popular eye colors in both DC and Marvel are 'Blue Eyes' and 'Brown Eyes'. <\/li>\n<li>Among the physical traits of Marvel characters, Blonde Hair seems to be the most popular.<\/li>\n<li>An interesting eye color in the DC universe tend to be Photocellular eyes. 'Compound Eyes', 'Multiple Eyes' seem to be some unique physical traits among Marvel characters.<\/li>\n<li> Similarly, Auburn Hair in the DC world and Magenta Hair in the Marvel world are some unique hair colors.<\/li><\/ul>\n\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=76038fd9\">\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=\"What-are-the-top-5-overall-traits-across-both-Marvel-and-DC?\">What are the top 5 overall traits across both Marvel and DC?<a class=\"anchor-link\" href=\"#What-are-the-top-5-overall-traits-across-both-Marvel-and-DC?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=1cf20d7d\">\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>To answer this, we use subqueries supported by GridDB. Read <a href=\"https:\/\/docs.griddb.net\/sqlreference\/sql-commands-supported\/#subquery\"> this resource <\/a> to know more.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=1cd2563d\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_overall_traits<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    select * from <\/span>\n<span class=\"s2\">    (<\/span>\n<span class=\"s2\">    SELECT 'Marvel' as Category,<\/span>\n<span class=\"s2\">    CASE WHEN eye = '' THEN 'Not Known' ELSE eye END as eye,<\/span>\n<span class=\"s2\">    CASE WHEN hair = '' THEN 'Not Known' ELSE hair END as hair,<\/span>\n<span class=\"s2\">    CASE WHEN align = '' THEN 'Not Known' ELSE align END as align,    <\/span>\n<span class=\"s2\">    COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    WHERE eye !='' and hair !='' and align !=''<\/span>\n<span class=\"s2\">    GROUP BY 1,2,3<\/span>\n<span class=\"s2\">    UNION ALL<\/span>\n<span class=\"s2\">    SELECT 'DC' as Category,<\/span>\n<span class=\"s2\">    CASE WHEN eye = '' THEN 'Not Known' ELSE eye END as eye, <\/span>\n<span class=\"s2\">    CASE WHEN hair = '' THEN 'Not Known' ELSE hair END as hair,<\/span>\n<span class=\"s2\">    CASE WHEN align = '' THEN 'Not Known' ELSE align END as align,   <\/span>\n<span class=\"s2\">    COUNT(*) as num_characters<\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    WHERE eye !='' and hair !='' and align !=''<\/span>\n<span class=\"s2\">    GROUP BY 1,2,3<\/span>\n<span class=\"s2\">    ) df_table<\/span>\n<span class=\"s2\">    order by num_characters desc<\/span>\n<span class=\"s2\">    LIMIT 5<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_overall_traits<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">top5_overall_traits_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/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=d340d863\">\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[\u00a0]:<\/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\">top5_overall_traits_df<\/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\">top5_overall_traits_data<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Eye_Color'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Hair_Color'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Align'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Cnt'<\/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=dee08281\">\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[\u00a0]:<\/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\"># Assuming you have a dataframe called \"df\"<\/span>\n<span class=\"c1\"># Set up the figure and axis<\/span>\n<span class=\"n\">fig<\/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=\"p\">(<\/span><span class=\"mi\">8<\/span><span class=\"p\">,<\/span> <span class=\"mi\">4<\/span><span class=\"p\">))<\/span>\n\n<span class=\"c1\"># Hide axis<\/span>\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">axis<\/span><span class=\"p\">(<\/span><span class=\"s1\">'off'<\/span><span class=\"p\">)<\/span>\n\n<span class=\"c1\"># Create the table<\/span>\n<span class=\"n\">table<\/span> <span class=\"o\">=<\/span> <span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">table<\/span><span class=\"p\">(<\/span><span class=\"n\">cellText<\/span><span class=\"o\">=<\/span><span class=\"n\">top5_overall_traits_df<\/span><span class=\"o\">.<\/span><span class=\"n\">values<\/span><span class=\"p\">,<\/span> <span class=\"n\">colLabels<\/span><span class=\"o\">=<\/span><span class=\"n\">top5_overall_traits_df<\/span><span class=\"o\">.<\/span><span class=\"n\">columns<\/span><span class=\"p\">,<\/span> <span class=\"n\">loc<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">,<\/span> <span class=\"n\">cellLoc<\/span><span class=\"o\">=<\/span><span class=\"s1\">'center'<\/span><span class=\"p\">,<\/span> <span class=\"n\">colWidths<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span> <span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span> <span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span> <span class=\"mf\">0.2<\/span><span class=\"p\">,<\/span> <span class=\"mf\">0.2<\/span><span class=\"p\">])<\/span>\n\n<span class=\"c1\"># Set table properties<\/span>\n<span class=\"n\">table<\/span><span class=\"o\">.<\/span><span class=\"n\">auto_set_font_size<\/span><span class=\"p\">(<\/span><span class=\"kc\">False<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">table<\/span><span class=\"o\">.<\/span><span class=\"n\">set_fontsize<\/span><span class=\"p\">(<\/span><span class=\"mi\">12<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">table<\/span><span class=\"o\">.<\/span><span class=\"n\">scale<\/span><span class=\"p\">(<\/span><span class=\"mf\">1.2<\/span><span class=\"p\">,<\/span> <span class=\"mf\">1.2<\/span><span class=\"p\">)<\/span>  <span class=\"c1\"># Adjust table scale for better readability<\/span>\n\n<span class=\"c1\"># Color code the cells based on 'cnt' column<\/span>\n<span class=\"n\">colormap<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">cm<\/span><span class=\"o\">.<\/span><span class=\"n\">Spectral<\/span>  <span class=\"c1\"># Choose a colormap<\/span>\n<span class=\"n\">max_cnt<\/span> <span class=\"o\">=<\/span> <span class=\"n\">top5_overall_traits_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cnt'<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">max<\/span><span class=\"p\">()<\/span>  <span class=\"c1\"># Get the maximum value in the 'Cnt' column<\/span>\n<span class=\"n\">colors<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"n\">colormap<\/span><span class=\"p\">(<\/span><span class=\"mi\">1<\/span> <span class=\"o\">-<\/span> <span class=\"n\">value<\/span> <span class=\"o\">\/<\/span> <span class=\"n\">max_cnt<\/span><span class=\"p\">)<\/span> <span class=\"k\">for<\/span> <span class=\"n\">value<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">top5_overall_traits_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Cnt'<\/span><span class=\"p\">]]<\/span>\n\n<span class=\"c1\"># Iterate over the cells and set the facecolor<\/span>\n<span class=\"k\">for<\/span> <span class=\"n\">i<\/span><span class=\"p\">,<\/span> <span class=\"n\">cell<\/span> <span class=\"ow\">in<\/span> <span class=\"nb\">enumerate<\/span><span class=\"p\">(<\/span><span class=\"n\">table<\/span><span class=\"o\">.<\/span><span class=\"n\">get_celld<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">values<\/span><span class=\"p\">()):<\/span>\n    <span class=\"n\">theIndex<\/span> <span class=\"o\">=<\/span> <span class=\"nb\">int<\/span><span class=\"p\">(<\/span><span class=\"n\">i<\/span><span class=\"o\">\/<\/span><span class=\"mi\">5<\/span><span class=\"p\">)<\/span>   <span class=\"c1\">#as there are 5 columns<\/span>\n    <span class=\"k\">if<\/span> <span class=\"n\">theIndex<\/span> <span class=\"o\">==<\/span> <span class=\"mi\">0<\/span><span class=\"p\">:<\/span>  <span class=\"c1\"># Skip the header cell<\/span>\n        <span class=\"n\">cell<\/span><span class=\"o\">.<\/span><span class=\"n\">set_facecolor<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Brown'<\/span><span class=\"p\">)<\/span>\n    <span class=\"k\">else<\/span><span class=\"p\">:<\/span>\n        <span class=\"n\">cell<\/span><span class=\"o\">.<\/span><span class=\"n\">set_facecolor<\/span><span class=\"p\">(<\/span><span class=\"n\">colors<\/span><span class=\"p\">[<\/span><span class=\"n\">theIndex<\/span><span class=\"o\">-<\/span><span class=\"mi\">1<\/span><span class=\"p\">])<\/span>\n\n        <span class=\"n\">cell<\/span><span class=\"o\">.<\/span><span class=\"n\">set_facecolor<\/span><span class=\"p\">(<\/span><span class=\"n\">colors<\/span><span class=\"p\">[<\/span><span class=\"n\">theIndex<\/span><span class=\"o\">-<\/span><span class=\"mi\">1<\/span><span class=\"p\">])<\/span>\n\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">'Top 5 Overall Traits across both Marvel and DC'<\/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=\"jp-needs-light-background\" 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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=19884db3\">\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><b> Insight(s):<\/b> <\/p><ul> <li> It's interesting to note that the most number of characters among the Top 5 come from Marvel.<\/li><li>Most Marvel Characters either have brown\/blue eyes and black\/brown\/blonde hair.<\/li><li>Most DC Characters have brown eyes and black hair. <\/li><\/ul>\n\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=58061b1c\">\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=\"When-did-Batman-and-Superman-from-DC-first-appear-and-how-many-appearances-have-they-given-so-far?\">When did Batman and Superman from DC first appear and how many appearances have they given so far?<a class=\"anchor-link\" href=\"#When-did-Batman-and-Superman-from-DC-first-appear-and-how-many-appearances-have-they-given-so-far?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b388bd5e\">\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>GridDB supports aggregate functions such as MIN and SUM. Refer to <a href=\"https:\/\/griddb.net\/en\/blog\/aggregation-with-griddb\/\"> this document <\/a> to know more.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=f33ed892\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_overall_traits<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT CASE <\/span>\n<span class=\"s2\">    WHEN name LIKE '%Batman%' THEN 'Batman' <\/span>\n<span class=\"s2\">    WHEN name LIKE '%Superman%' THEN 'Superman'<\/span>\n<span class=\"s2\">    END AS name,<\/span>\n<span class=\"s2\">    min(first_appearance) as earliest_appearance, sum(appearances) <\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    WHERE (name like '%Batman%' or name like '%Superman%')<\/span>\n<span class=\"s2\">    Group by 1<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_overall_traits<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">superheroes_dc<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/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=877be88d\">\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[\u00a0]:<\/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\">superheroes_dc_df<\/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\">superheroes_dc<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Superhero'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'First Appearance'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Number of Apperances'<\/span><span class=\"p\">])<\/span>\n<span class=\"n\">superheroes_dc_df<\/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[\u00a0]:<\/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>Superhero<\/th>\n<th>First Appearance<\/th>\n<th>Number of Apperances<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>Superman<\/td>\n<td>1986, October<\/td>\n<td>2496<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>Batman<\/td>\n<td>1939, May<\/td>\n<td>3096<\/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=ffd78cfd\">\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><b>Insight(s): <\/b> Superman first appeared as of October 1986 and has made 2496 appearances so far. Batman made his first apperance way before that in May 1939. Batman has given a total of 3096 appearances.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=0def3792\">\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=\"When-did-Spiderman-and-Ironman-from-Marvel-first-appear-and-how-many-appearances-have-they-given-so-far?\">When did Spiderman and Ironman from Marvel first appear and how many appearances have they given so far?<a class=\"anchor-link\" href=\"#When-did-Spiderman-and-Ironman-from-Marvel-first-appear-and-how-many-appearances-have-they-given-so-far?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=48ade6da\">\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>GridDB supports the CASE WHEN statement, which allows conditional logic and branching within SQL queries. The CASE WHEN statement is used to evaluate conditions and return different values based on those conditions. It is commonly used for conditional data transformations or aggregations. Refer to this <a href=\"https:\/\/docs.griddb.net\/sqlreference\/sql-commands-supported\/#case\"> document. <\/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=c0bbda3c\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_marvel_superheroes<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    SELECT CASE <\/span>\n<span class=\"s2\">    WHEN name LIKE '%Spider%' THEN 'Spider-Man' <\/span>\n<span class=\"s2\">    WHEN name LIKE '%Iron%' THEN 'Iron Man'<\/span>\n<span class=\"s2\">    END AS name,<\/span>\n<span class=\"s2\">    min(first_appearance) as earliest_appearance, sum(appearances) <\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    WHERE (name like '%Spider%' or name like '%Iron%')<\/span>\n<span class=\"s2\">    and first_appearance != ''<\/span>\n<span class=\"s2\">    Group by 1<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_marvel_superheroes<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">superheroes_marvel<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/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=41741666\">\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[\u00a0]:<\/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\">superheroes_marvel_df<\/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\">superheroes_marvel<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Superhero'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'First Appearance'<\/span><span class=\"p\">,<\/span> <span class=\"s1\">'Number of Apperances'<\/span><span class=\"p\">])<\/span>\n<span class=\"n\">superheroes_marvel_df<\/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[\u00a0]:<\/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>Superhero<\/th>\n<th>First Appearance<\/th>\n<th>Number of Apperances<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>Iron Man<\/td>\n<td>Apr-79<\/td>\n<td>2998<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>Spider-Man<\/td>\n<td>Aug-62<\/td>\n<td>4132<\/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=32bd52e3\">\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><b> Insight(s): <\/b> Spiderman first appeared as of August 1962 whereas Iron Man first appeared as of April 1979. Spiderman has appeared 4132 times so far.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=99fafc2f\">\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=\"What-were-the-earliest-movies-that-referenced-villains-in-the-movie-name?\">What were the earliest movies that referenced villains in the movie name?<a class=\"anchor-link\" href=\"#What-were-the-earliest-movies-that-referenced-villains-in-the-movie-name?\">\u00b6<\/a><\/h2>\n<\/div>\n<\/div>\n<\/div>\n<\/div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=dd94c77e\">\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[\u00a0]:<\/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\"># Create a cursor to execute SQL statements<\/span>\n<span class=\"n\">cursor<\/span> <span class=\"o\">=<\/span> <span class=\"n\">conn<\/span><span class=\"o\">.<\/span><span class=\"n\">cursor<\/span><span class=\"p\">()<\/span>\n\n<span class=\"c1\"># Execute SELECT queries to count characters by sex in each container<\/span>\n<span class=\"n\">sql_query_bad_characters<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">\"\"\"<\/span>\n<span class=\"s2\">    select * from<\/span>\n<span class=\"s2\">    (<\/span>\n<span class=\"s2\">    SELECT 'DC' as Category,<\/span>\n<span class=\"s2\">    CASE WHEN name LIKE '%joker%' THEN 'Joker' <\/span>\n<span class=\"s2\">    WHEN name LIKE '%Dark%' THEN 'Darkseid'<\/span>\n<span class=\"s2\">    END AS villain,<\/span>\n<span class=\"s2\">    name as movie_name,<\/span>\n<span class=\"s2\">    first_appearance as movie_year<\/span>\n<span class=\"s2\">    FROM DC_Dataset<\/span>\n<span class=\"s2\">    WHERE (name like '%joker%' or name like '<\/span><span class=\"si\">%d<\/span><span class=\"s2\">arkseid%')<\/span>\n<span class=\"s2\">    and first_appearance != ''<\/span>\n<span class=\"s2\">    UNION ALL<\/span>\n<span class=\"s2\">    SELECT 'Marvel' as Category,<\/span>\n<span class=\"s2\">    CASE WHEN name LIKE '%Thanos%' THEN 'Thanos' <\/span>\n<span class=\"s2\">    WHEN name LIKE '%Doom%' THEN 'Dr. Doom'<\/span>\n<span class=\"s2\">    END AS villain,<\/span>\n<span class=\"s2\">    name as movie_name,<\/span>\n<span class=\"s2\">    first_appearance as movie_year<\/span>\n<span class=\"s2\">    FROM Marvel_Dataset<\/span>\n<span class=\"s2\">    WHERE (name like '%thanos%' or name like '<\/span><span class=\"si\">%d<\/span><span class=\"s2\">oom%')<\/span>\n<span class=\"s2\">    and first_appearance != ''<\/span>\n<span class=\"s2\">    ) villains_table<\/span>\n<span class=\"s2\">    order by movie_year asc<\/span>\n<span class=\"s2\">    \"\"\"<\/span>\n<span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">execute<\/span><span class=\"p\">(<\/span><span class=\"n\">sql_query_bad_characters<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">villains_data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">cursor<\/span><span class=\"o\">.<\/span><span class=\"n\">fetchall<\/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=d6975f84\">\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[\u00a0]:<\/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\">villains_df<\/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\">villains_data<\/span><span class=\"p\">,<\/span> <span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"s1\">'Category'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Villain'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Movie Name'<\/span><span class=\"p\">,<\/span><span class=\"s1\">'Movie Year'<\/span><span class=\"p\">])<\/span>\n<span class=\"n\">villains_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">villains_df<\/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=\"s1\">'Movie Year'<\/span><span class=\"p\">,<\/span> <span class=\"n\">ascending<\/span><span class=\"o\">=<\/span><span class=\"kc\">True<\/span><span class=\"p\">)<\/span>\n<span class=\"n\">villains_df<\/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[\u00a0]:<\/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>Category<\/th>\n<th>Villain<\/th>\n<th>Movie Name<\/th>\n<th>Movie Year<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>DC<\/td>\n<td>Joker<\/td>\n<td>Joker (New Earth)<\/td>\n<td>1940, June<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>DC<\/td>\n<td>Joker<\/td>\n<td>Bizarro Joker (New Earth)<\/td>\n<td>2007, November<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Foot of Doom (Earth-616)<\/td>\n<td>Apr-07<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Box of Doom (Earth-616)<\/td>\n<td>Apr-52<\/td>\n<\/tr>\n<tr>\n<th>4<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Thulsa Doom (Earth-616)<\/td>\n<td>Apr-72<\/td>\n<\/tr>\n<tr>\n<th>5<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Doomsman II (Earth-616)<\/td>\n<td>Apr-75<\/td>\n<\/tr>\n<tr>\n<th>6<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Victor von Doom (Clone) (Earth-616)<\/td>\n<td>Apr-78<\/td>\n<\/tr>\n<tr>\n<th>9<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>X (Thanosi) (Earth-616)<\/td>\n<td>Aug-02<\/td>\n<\/tr>\n<tr>\n<th>10<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Omega (Thanosi) (Earth-616)<\/td>\n<td>Aug-02<\/td>\n<\/tr>\n<tr>\n<th>7<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Armour (Thanosi) (Earth-616)<\/td>\n<td>Aug-02<\/td>\n<\/tr>\n<tr>\n<th>8<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Warrior (Thanosi) (Earth-616)<\/td>\n<td>Aug-02<\/td>\n<\/tr>\n<tr>\n<th>11<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Robert von Doom (Earth-616)<\/td>\n<td>Aug-90<\/td>\n<\/tr>\n<tr>\n<th>12<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Mechadoom (Earth-616)<\/td>\n<td>Aug-91<\/td>\n<\/tr>\n<tr>\n<th>13<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Robert Bruce Banner (Doom's clone) (Earth-616)<\/td>\n<td>Dec-11<\/td>\n<\/tr>\n<tr>\n<th>14<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Amanda von Doom (Earth-616)<\/td>\n<td>Dec-11<\/td>\n<\/tr>\n<tr>\n<th>15<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Symbol of Doom (Earth-616)<\/td>\n<td>Dec-43<\/td>\n<\/tr>\n<tr>\n<th>16<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Doomsday Man (Earth-616)<\/td>\n<td>Feb-70<\/td>\n<\/tr>\n<tr>\n<th>17<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Victor von Doom (Counter-Earth) (Earth-616)<\/td>\n<td>Feb-73<\/td>\n<\/tr>\n<tr>\n<th>18<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Thanos (Earth-616)<\/td>\n<td>Feb-73<\/td>\n<\/tr>\n<tr>\n<th>19<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Braggadoom (Earth-616)<\/td>\n<td>Jan-76<\/td>\n<\/tr>\n<tr>\n<th>20<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Victor von Doom (Earth-616)<\/td>\n<td>Jul-62<\/td>\n<\/tr>\n<tr>\n<th>21<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Peddler of Doom (Earth-616)<\/td>\n<td>Jun-44<\/td>\n<\/tr>\n<tr>\n<th>22<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Thanos (Doppelganger) (Earth-616)<\/td>\n<td>Jun-92<\/td>\n<\/tr>\n<tr>\n<th>23<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Vandoom's Monster (Earth-616)<\/td>\n<td>Mar-61<\/td>\n<\/tr>\n<tr>\n<th>34<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Aries (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>33<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Gemini (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>31<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Pisces (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>30<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Taurus (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>29<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Sagittarius (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>32<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Libra (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>27<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Scorpio (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>26<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Leo (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>25<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Capricorn (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>24<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Virgo (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>28<\/th>\n<td>Marvel<\/td>\n<td>Thanos<\/td>\n<td>Aquarius (Thanos' Zodiac) (Earth-616)<\/td>\n<td>May-12<\/td>\n<\/tr>\n<tr>\n<th>35<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Nedra (Doom Maidens) (Earth-616)<\/td>\n<td>May-13<\/td>\n<\/tr>\n<tr>\n<th>36<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Victor von Doom (Heroes Reborn) (Earth-616)<\/td>\n<td>Nov-96<\/td>\n<\/tr>\n<tr>\n<th>37<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Doombringer (Earth-616)<\/td>\n<td>Nov-97<\/td>\n<\/tr>\n<tr>\n<th>38<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Cynthia von Doom (Earth-616)<\/td>\n<td>Oct-71<\/td>\n<\/tr>\n<tr>\n<th>39<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Voice of Doom (Earth-616)<\/td>\n<td>Sep-44<\/td>\n<\/tr>\n<tr>\n<th>40<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Mask of Doom (Earth-616)<\/td>\n<td>Sep-55<\/td>\n<\/tr>\n<tr>\n<th>41<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Werner von Doom (Earth-616)<\/td>\n<td>Sep-64<\/td>\n<\/tr>\n<tr>\n<th>42<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Stallion of Doom (Earth-616)<\/td>\n<td>Sep-66<\/td>\n<\/tr>\n<tr>\n<th>43<\/th>\n<td>Marvel<\/td>\n<td>Dr. Doom<\/td>\n<td>Victor von Doom (Impostor) (Earth-616)<\/td>\n<td>Sep-92<\/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=9713b5f9\">\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><b>Insight(s):<\/b> The above DataFrame shows the information about villains in movies, including their category (DC or Marvel), the name of the villain, the movie name, and the movie year. By analyzing this data, we can gain insights into the presence and portrayal of villains in both DC and Marvel movies, their appearances in different movies over the years, and potentially identify recurring or iconic villains in the superhero cinematic universe.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=4c98688b\">\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=\"Concluding-Remarks\">Concluding Remarks<a class=\"anchor-link\" href=\"#Concluding-Remarks\">\u00b6<\/a><\/h1>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9aa37d1b\">\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><b>Concluding Remarks:<\/b> <\/p><ol><\/ol>\n<li> The analysis of the superhero dataset using GridDB and Jaydebeapi has provided valuable insights into various aspects of the superhero world. <\/li>\n<li> The dataset encompassed information from both DC and Marvel universes, allowing for a comprehensive analysis of characters, traits, identities, and more. <\/li>\n<li> By leveraging the power of GridDB, a distributed in-memory database, and Jaydebeapi, a Python package for JDBC connectivity, we were able to efficiently query and manipulate the dataset for analysis. <\/li>\n<li> The analysis revealed interesting patterns and trends. We explored character demographics such as gender distribution and living status, gaining insights into the portrayal of characters in both DC and Marvel universes. <\/li>\n<li> We also examined physical traits such as eye color and hair color, identifying the top traits among characters in each universe. This analysis shed light on the diversity and uniqueness of superheroes and villains. <\/li>\n<li> Furthermore, we delved into the identities of characters, categorizing them as secret, public, or unknown. This exploration provided insights into how characters present themselves to the world and maintain their alter egos. <\/li>\n<li> The analysis of villains in movies highlighted the presence and significance of these antagonistic characters in both DC and Marvel cinematic universes. <\/li> \n<p>This analysis serves as a valuable resource for understanding the characteristics, traits, and dynamics of superheroes and villains, contributing to the broader appreciation of the superhero genre.\nOverall, the utilization of GridDB and Jaydebeapi allowed for seamless data retrieval, analysis, and visualization, enabling a comprehensive exploration of the superhero dataset.<\/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\/marvel-vs-dc\/POC10_Marvel_Vs_DC.ipynb\" target=\"_blank\">Also available on Github<\/a>\n        <label class=\"github-last-update\"> Last updated: 30\/08\/2023 22:36:06<\/label>\n      <\/label>\n      <\/div>\n  <\/div>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":41,"featured_media":29762,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[121],"tags":[],"class_list":["post-46774","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>Superhero Showdown: Analyzing Marvel and DC Data with 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\" 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