<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Jupyter Notebook Archives - Reflective Data</title>
	<atom:link href="https://reflectivedata.com/category/jupyter-notebook/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.reflectivedata.com/category/jupyter-notebook/</link>
	<description></description>
	<lastBuildDate>Mon, 22 May 2023 13:34:26 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=7.0</generator>

<image>
	<url>https://reflectivedata.com/wp-content/uploads/2016/09/cropped-new-favicon-2-32x32.png</url>
	<title>Jupyter Notebook Archives - Reflective Data</title>
	<link>https://www.reflectivedata.com/category/jupyter-notebook/</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Working with Google Analytics Data Using Python and Jupyter Notebooks</title>
		<link>https://reflectivedata.com/working-with-google-analytics-data-using-python-and-jupyter-notebooks</link>
					<comments>https://reflectivedata.com/working-with-google-analytics-data-using-python-and-jupyter-notebooks#comments</comments>
		
		<dc:creator><![CDATA[Silver Ringvee]]></dc:creator>
		<pubDate>Mon, 28 Oct 2019 09:19:41 +0000</pubDate>
				<category><![CDATA[Data Visualization]]></category>
		<category><![CDATA[Google Analytics]]></category>
		<category><![CDATA[Jupyter Notebook]]></category>
		<category><![CDATA[Technical]]></category>
		<category><![CDATA[Tools]]></category>
		<category><![CDATA[notebook]]></category>
		<guid isPermaLink="false">http://reflectivedata.com/?p=3574</guid>

					<description><![CDATA[<p>Python is a programming language with virtually limitless functionalities and one of the best languages for working with data. Jupyter Notebooks, on the other hand, is the most popular tool for running and sharing both your Python code and data analysis.</p>
<p>Putting Python and Notebooks together with Google Analytics, the most popular and a really powerful tool for tracking websites, gives you almost like a superpower for doing your analysis.</p>
<p>The post <a href="https://reflectivedata.com/working-with-google-analytics-data-using-python-and-jupyter-notebooks">Working with Google Analytics Data Using Python and Jupyter Notebooks</a> appeared first on <a href="https://reflectivedata.com">Reflective Data</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="notebook-container show-input-blocks">
<div class="nb-notebook">
<div class="nb-worksheet">
<div class="nb-cell nb-markdown-cell">
<p>Python is a programming language with virtually limitless functionalities and one of the best languages for working with data. Jupyter Notebooks, on the other hand, is the most popular tool for running and sharing both your Python code and data analysis.</p>
<p>Putting Python and Notebooks together with Google Analytics, the most popular and a really powerful tool for tracking websites, gives you almost like a superpower for doing your analysis.</p>
<p>This is exactly what this post is about. Pulling in and analysing your Google Analytics data using Python and Notebooks.</p>
<p>Oh, and by the way, this blog post itself is a Jupyter Notebook created in Google&#8217;s <a href="https://colab.research.google.com">Colab</a>, a version of Jupyter Notebooks that makes it super easy to collaboratively work on and share your Notebooks.</p>
<p>We wrote more on how we managed to turn a Notebook into a WordPress blog post in <a href="http://reflectivedata.com/jupyer-notebooks-in-wordpress/">this article</a>.</p>
<p>Without furder ado, let&#8217;s start by loading in some dependencies we are going to need for superfsadfsadfsdfsafasdfsadfpulling data from Google Analytics.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="0">
<pre class=" language-python"><code class=" language-python" data-language="python"><span class="token keyword">import</span> pandas <span class="token keyword">as</span> pd <span class="token comment"># Pandas is an open source library providing high-performance, easy-to-use data structures and data analysis tools for Python</span>
<span class="token keyword">import</span> json <span class="token comment"># JSON encoder and decoder for Python</span>
<span class="token keyword">import</span> requests <span class="token comment"># Library for sending HTTP requests</span></code></pre>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>There are many ways you can pull data from Google Analytics but one of the simplest is by using the API Query URI that you can grab from the <a href="https://</p>
<p>ga-dev-tools.appspot.com/query-explorer/&#8221;>Query Explorer</a>.</p>
<h3 id="step-1---go-to-query-explorer">Step 1 &#8211; Go to Query Explorer</h3>
<p>If you are not familiar with the <a href="https://ga-dev-tools.appspot.com/query-explorer/">Query Explorer</a>, this is an official tool from Google that lets </p>
<p>you play with the <a href="https://developers.google.com/analytics/devguides/reporting/core/v3/">Core Reporting API</a> by building queries to get data from your Google Analytics views (profiles). You can use these queries in any of the client libraries to build your own tools. In this case, the tool is a Notebook.</p>
<h3 id="step-2---authenticate">Step 2 &#8211; Authenticate</h3>
<p>Choose the Google Account that has access to the Google Analytics View from which you want to get data.</p>
<h3 id="step-3---build-the-query">Step 3 &#8211; Build the query</h3>
<p>If you know how Google Analytics works, building a query is rather straightforward.</p>
<p>First, choose the right Account, Property and View you want to access.</p>
<p><img decoding="async" src="https://i.imgur.com/uhZK3ma.png" alt="alt text" /></p>
<p>Then choose the date range. You can use the calendar picker or write dynamic ranges like from <code>90daysAgo</code> to <code>yesterday</code>.</p>
<p>Next, pick the metrics and dimensions. For example, you might pick metrics <code>ga:sessions</code> and <code>ga:users</code> and a dimension <code>ga:date</code></p>
<p>.</p>
<p>Finally, you can apply sorting, filtering and segmenting rules as you wish. I&#8217;d recommend using them after you feel comfortable with the basics.</p>
<p><img decoding="async" src="https://i.imgur.com/V9Gw8dj.png" alt="alt text" /></p>
<p>Perfect. Now test your query by pressing the &#8220;Run Query&#8221; button. If everything went as expected, you should see a table with results appear in a few seconds.</p>
<h3 id="step-4---get-the-api-query-uri">Step 4 &#8211; Get the API Query URI</h3>
<p>Now, copy the API Query URI &#8211; we are going to use it for making requests straight from the Notebook.</p>
<p><img decoding="async" src="https://i.imgur.com/Cb96t5Y.png" alt="alt text" /></p>
<p>Other options to pull data from Google Analytics using Python include:</p>
<ul>
<li>Using the Google Analytics <a href="https://developers.google.com/analytics/devguides/reporting/core/v4/quickstart/service-py">Reporting API library</a> for Python in your Notebook &#8211; based on <a href="https://github.com/googleapis/google-api-python-client">Google API Client</a> for Python</li>
<li>Building a custom endpoint for handling your queries using the abovementioned API</li>
<li>Exporting data from Google Analytics UI into CSV or XLSX and importing using <code>pd.read_csv()</code></li>
</ul>
<h2 id="making-the-request">Making the request</h2>
<p>Now that we have the API Query URI, we can make our first request using Python in the Notebook.</p>
<p>In this example, we are loading the number of Sessions and Users per day for the last 30 days.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="2">
<pre class=" language-python"><code class=" language-python" data-language="python"><span class="token keyword">from</span> getpass <span class="token keyword">import</span> getpass <span class="token comment"># required only for hiding your variables</span>

api_query_uri <span class="token operator">=</span> getpass<span class="token punctuation">(</span><span class="token string">'Enter API Query URI here'</span><span class="token punctuation">)</span> <span class="token comment"># get the URI</span>
r <span class="token operator">=</span> requests<span class="token punctuation">.</span>get<span class="token punctuation">(</span>api_query_uri<span class="token punctuation">)</span> <span class="token comment"># make the request</span>
data<span class="token operator">=</span> r<span class="token punctuation">.</span>json<span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token comment"># read data from a JSON format</span>
df <span class="token operator">=</span> pd<span class="token punctuation">.</span>DataFrame<span class="token punctuation">(</span>data<span class="token punctuation">[</span><span class="token string">'rows'</span><span class="token punctuation">]</span><span class="token punctuation">)</span> <span class="token comment"># turn data into a Pandas data frame</span>
df <span class="token operator">=</span> df<span class="token punctuation">.</span>rename<span class="token punctuation">(</span>columns<span class="token operator">=</span><span class="token punctuation">{</span><span class="token number">0</span><span class="token punctuation">:</span> <span class="token string">'Date'</span><span class="token punctuation">,</span> <span class="token number">1</span><span class="token punctuation">:</span> <span class="token string">'Sessions'</span><span class="token punctuation">,</span> <span class="token number">2</span><span class="token punctuation">:</span> <span class="token string">'Users'</span><span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token comment"># giving the columns some proper titles</span>
df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting sessions as ints</span>
df<span class="token punctuation">[</span><span class="token string">'Users'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Users'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting users as ints</span>
df<span class="token punctuation">[</span><span class="token string">'Date'</span><span class="token punctuation">]</span> <span class="token operator">=</span> pd<span class="token punctuation">.</span>to_datetime<span class="token punctuation">(</span>df<span class="token punctuation">[</span><span class="token string">'Date'</span><span class="token punctuation">]</span><span class="token punctuation">)</span>

df<span class="token punctuation">.</span>head<span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token comment"># printing the first five rows</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="2">
<pre class="nb-stdout">Enter API Query URI here··········
</pre>
</div>
<div class="nb-output" data-prompt-number="2">
<div class="nb-html-output">
<div>
<style scoped="">
    .dataframe tbody tr th:only-of-type {<br />        vertical-align: middle;<br />    }</p>
<p>    .dataframe tbody tr th {<br />        vertical-align: top;<br />    }</p>
<p>    .dataframe thead th {<br />        text-align: right;<br />    }<br /></style>
<table class="dataframe" border="1">
<thead>
<tr style="text-align: right;">
<th></th>
<th>Date</th>
<th>Sessions</th>
<th>Users</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>2019-09-25</td>
<td>64076</td>
<td>83335</td>
</tr>
<tr>
<th>1</th>
<td>2019-09-26</td>
<td>74569</td>
<td>103784</td>
</tr>
<tr>
<th>2</th>
<td>2019-09-27</td>
<td>59752</td>
<td>77642</td>
</tr>
<tr>
<th>3</th>
<td>2019-09-28</td>
<td>57743</td>
<td>76690</td>
</tr>
<tr>
<th>4</th>
<td>2019-09-29</td>
<td>63712</td>
<td>82980</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Great, so our data is now loaded and formatted for our needs.</p>
<p>Let&#8217;s go ahead and try visualizing it. For timeseries data, a line chart should work well.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="3">
<pre class=" language-python"><code class=" language-python" data-language="python">df<span class="token punctuation">.</span>plot<span class="token punctuation">.</span>line<span class="token punctuation">(</span>x<span class="token operator">=</span><span class="token string">'Date'</span><span class="token punctuation">,</span> y<span class="token operator">=</span><span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">,</span> <span class="token string">'Users'</span><span class="token punctuation">]</span><span class="token punctuation">,</span> ylim<span class="token operator">=</span><span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">,</span><span class="token boolean">None</span><span class="token punctuation">]</span><span class="token punctuation">,</span> figsize<span class="token operator">=</span><span class="token punctuation">[</span><span class="token number">10</span><span class="token punctuation">,</span> <span class="token number">6</span><span class="token punctuation">]</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="3">
<pre class="nb-text-output">&lt;matplotlib.axes._subplots.AxesSubplot at 0x7f3cb89692b0&gt;</pre>
</div>
<div class="nb-output" data-prompt-number="3"><img decoding="async" class="nb-image-output" src="data:image/png;base64,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" /></div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>That was easy, right?</p>
<p>Now, let&#8217;s take a look at a bit more advanced visualization by drawing a population pyramid based on data we are now pulling from Google Analytics.</p>
<p>This is how the query looks like:</p>
<pre><code>dimensions: ga:userAgeBracket, ga:userGender
metrics: ga:sessions</code></pre>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="4">
<pre class=" language-python"><code class=" language-python" data-language="python">api_query_uri <span class="token operator">=</span> getpass<span class="token punctuation">(</span><span class="token string">'Enter API Query URI here'</span><span class="token punctuation">)</span> <span class="token comment"># get the URI</span>
r <span class="token operator">=</span> requests<span class="token punctuation">.</span>get<span class="token punctuation">(</span>api_query_uri<span class="token punctuation">)</span> <span class="token comment"># make the request</span>
data<span class="token operator">=</span> r<span class="token punctuation">.</span>json<span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token comment"># read data from a JSON format</span>
df <span class="token operator">=</span> pd<span class="token punctuation">.</span>DataFrame<span class="token punctuation">(</span>data<span class="token punctuation">[</span><span class="token string">'rows'</span><span class="token punctuation">]</span><span class="token punctuation">)</span> <span class="token comment"># turn data into a Pandas data frame</span>
df <span class="token operator">=</span> df<span class="token punctuation">.</span>rename<span class="token punctuation">(</span>columns<span class="token operator">=</span><span class="token punctuation">{</span><span class="token number">0</span><span class="token punctuation">:</span> <span class="token string">'Age'</span><span class="token punctuation">,</span> <span class="token number">1</span><span class="token punctuation">:</span> <span class="token string">'Gender'</span><span class="token punctuation">,</span> <span class="token number">2</span><span class="token punctuation">:</span> <span class="token string">'Sessions'</span><span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token comment"># giving the columns some proper titles</span>
df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting sessions as ints</span>
df<span class="token punctuation">.</span>head<span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="4">
<pre class="nb-stdout">Enter API Query URI here··········
</pre>
</div>
<div class="nb-output" data-prompt-number="4">
<div class="nb-html-output">
<div>
<style scoped="">
    .dataframe tbody tr th:only-of-type {<br />        vertical-align: middle;<br />    }</p>
<p>    .dataframe tbody tr th {<br />        vertical-align: top;<br />    }</p>
<p>    .dataframe thead th {<br />        text-align: right;<br />    }<br /></style>
<table class="dataframe" border="1">
<thead>
<tr style="text-align: right;">
<th></th>
<th>Age</th>
<th>Gender</th>
<th>Sessions</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>18-24</td>
<td>female</td>
<td>56244</td>
</tr>
<tr>
<th>1</th>
<td>18-24</td>
<td>male</td>
<td>9362</td>
</tr>
<tr>
<th>2</th>
<td>25-34</td>
<td>female</td>
<td>228866</td>
</tr>
<tr>
<th>3</th>
<td>25-34</td>
<td>male</td>
<td>33987</td>
</tr>
<tr>
<th>4</th>
<td>35-44</td>
<td>female</td>
<td>109795</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="5">
<pre class=" language-python"><code class=" language-python" data-language="python"><span class="token keyword">import</span> matplotlib<span class="token punctuation">.</span>pyplot <span class="token keyword">as</span> plt <span class="token comment"># Matplotlib is a popular library for drawing plots in Python</span>
<span class="token keyword">import</span> seaborn <span class="token keyword">as</span> sns <span class="token comment"># Seaborn is a Python data visualization library based on matplotlib</span>

<span class="token comment"># Making copy of the dataframe and modifying session values to be negative for females (see chart below to see why)</span>
df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">.</span><span class="token builtin">apply</span><span class="token punctuation">(</span><span class="token keyword">lambda</span> row<span class="token punctuation">:</span> row<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span> <span class="token operator">*</span> <span class="token operator">-</span><span class="token number">1</span> <span class="token keyword">if</span> row<span class="token punctuation">[</span><span class="token string">'Gender'</span><span class="token punctuation">]</span> <span class="token operator">==</span> <span class="token string">'female'</span> <span class="token keyword">else</span> row<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span><span class="token punctuation">,</span> axis<span class="token operator">=</span><span class="token number">1</span><span class="token punctuation">)</span>

<span class="token comment"># Draw Plot</span>
plt<span class="token punctuation">.</span>figure<span class="token punctuation">(</span>figsize<span class="token operator">=</span><span class="token punctuation">(</span><span class="token number">8</span><span class="token punctuation">,</span><span class="token number">5</span><span class="token punctuation">)</span><span class="token punctuation">,</span> dpi<span class="token operator">=</span> <span class="token number">80</span><span class="token punctuation">)</span>
group_col <span class="token operator">=</span> <span class="token string">'Gender'</span>
order_of_bars <span class="token operator">=</span> df<span class="token punctuation">.</span>Age<span class="token punctuation">.</span>unique<span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">[</span><span class="token punctuation">:</span><span class="token punctuation">:</span><span class="token operator">-</span><span class="token number">1</span><span class="token punctuation">]</span>
colors <span class="token operator">=</span> <span class="token punctuation">[</span>plt<span class="token punctuation">.</span>cm<span class="token punctuation">.</span>Spectral<span class="token punctuation">(</span>i<span class="token operator">/</span><span class="token builtin">float</span><span class="token punctuation">(</span><span class="token builtin">len</span><span class="token punctuation">(</span>df<span class="token punctuation">[</span>group_col<span class="token punctuation">]</span><span class="token punctuation">.</span>unique<span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token operator">-</span><span class="token number">1</span><span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token keyword">for</span> i <span class="token keyword">in</span> <span class="token builtin">range</span><span class="token punctuation">(</span><span class="token builtin">len</span><span class="token punctuation">(</span>df<span class="token punctuation">[</span>group_col<span class="token punctuation">]</span><span class="token punctuation">.</span>unique<span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">]</span>

<span class="token keyword">for</span> c<span class="token punctuation">,</span> group <span class="token keyword">in</span> <span class="token builtin">zip</span><span class="token punctuation">(</span>colors<span class="token punctuation">,</span> df<span class="token punctuation">[</span>group_col<span class="token punctuation">]</span><span class="token punctuation">.</span>unique<span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span><span class="token punctuation">:</span>
    sns<span class="token punctuation">.</span>barplot<span class="token punctuation">(</span>x<span class="token operator">=</span><span class="token string">'Sessions'</span><span class="token punctuation">,</span> y<span class="token operator">=</span><span class="token string">'Age'</span><span class="token punctuation">,</span> data<span class="token operator">=</span>df<span class="token punctuation">.</span>loc<span class="token punctuation">[</span>df<span class="token punctuation">[</span>group_col<span class="token punctuation">]</span><span class="token operator">==</span>group<span class="token punctuation">,</span> <span class="token punctuation">:</span><span class="token punctuation">]</span><span class="token punctuation">,</span> order<span class="token operator">=</span>order_of_bars<span class="token punctuation">,</span> color<span class="token operator">=</span>c<span class="token punctuation">,</span> label<span class="token operator">=</span>group<span class="token punctuation">)</span>

<span class="token comment"># Decorations    </span>
plt<span class="token punctuation">.</span>xlabel<span class="token punctuation">(</span><span class="token string">"$Sessions$"</span><span class="token punctuation">)</span>
plt<span class="token punctuation">.</span>ylabel<span class="token punctuation">(</span><span class="token string">"Age"</span><span class="token punctuation">)</span>
plt<span class="token punctuation">.</span>yticks<span class="token punctuation">(</span>fontsize<span class="token operator">=</span><span class="token number">12</span><span class="token punctuation">)</span>
plt<span class="token punctuation">.</span>title<span class="token punctuation">(</span><span class="token string">"Population pyramid of the website visitors"</span><span class="token punctuation">,</span> fontsize<span class="token operator">=</span><span class="token number">16</span><span class="token punctuation">)</span>
plt<span class="token punctuation">.</span>legend<span class="token punctuation">(</span><span class="token punctuation">)</span>
plt<span class="token punctuation">.</span>show<span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="5"><img decoding="async" class="nb-image-output" src="data:image/png;base64,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" /></div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Beautiful, now we know that majority of our audience is younger females.</p>
<h2 id="more-custom-visualizations">More custom visualizations</h2>
<p>With the wide variety of Python packages available for data visualization, the number of different charts you can use is virtually limitless.</p>
<p>In the next example, let&#8217;s try out joy plot. If you don&#8217;t know what a joy plot is then you are about to learn it now.</p>
<p>First, let&#8217;s install the required Python package.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="6">
<pre class=" language-python"><code class=" language-python" data-language="python">!pip install joypy <span class="token comment"># install joypy</span>
<span class="token keyword">import</span> joypy <span class="token comment"># JoyPy is a one-function Python package based on matplotlib + pandas with a single purpose: drawing joyplots.</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="6">
<pre class="nb-stdout">Requirement already satisfied: joypy in /usr/local/lib/python3.6/dist-packages (0.2.1)
</pre>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Now, let&#8217;s make the request to load required data. For this example we are using the number of transactions per age bracket and hour of the day for the past 90 days.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="7">
<pre class=" language-python"><code class=" language-python" data-language="python">api_query_uri <span class="token operator">=</span> getpass<span class="token punctuation">(</span><span class="token string">'Enter API Query URI here'</span><span class="token punctuation">)</span> <span class="token comment"># get the URI</span>
r <span class="token operator">=</span> requests<span class="token punctuation">.</span>get<span class="token punctuation">(</span>api_query_uri<span class="token punctuation">)</span> <span class="token comment"># make the request</span>
data<span class="token operator">=</span> r<span class="token punctuation">.</span>json<span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token comment"># read data from a JSON format</span>
df <span class="token operator">=</span> pd<span class="token punctuation">.</span>DataFrame<span class="token punctuation">(</span>data<span class="token punctuation">[</span><span class="token string">'rows'</span><span class="token punctuation">]</span><span class="token punctuation">)</span> <span class="token comment"># turn data into a Pandas data frame</span>
df <span class="token operator">=</span> df<span class="token punctuation">.</span>rename<span class="token punctuation">(</span>columns<span class="token operator">=</span><span class="token punctuation">{</span><span class="token number">0</span><span class="token punctuation">:</span> <span class="token string">'Hour'</span><span class="token punctuation">,</span> <span class="token number">1</span><span class="token punctuation">:</span> <span class="token string">'Age'</span><span class="token punctuation">,</span> <span class="token number">2</span><span class="token punctuation">:</span> <span class="token string">'Transactions'</span><span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token comment"># giving the columns some proper titles</span>
df<span class="token punctuation">[</span><span class="token string">'Hour'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Hour'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting hours as ints</span>
df<span class="token punctuation">[</span><span class="token string">'Transactions'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Transactions'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting transactions as ints</span>
df<span class="token punctuation">.</span>head<span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="7">
<pre class="nb-stdout">Enter API Query URI here··········
</pre>
</div>
<div class="nb-output" data-prompt-number="7">
<div class="nb-html-output">
<div>
<style scoped="">
    .dataframe tbody tr th:only-of-type {<br />        vertical-align: middle;<br />    }</p>
<p>    .dataframe tbody tr th {<br />        vertical-align: top;<br />    }</p>
<p>    .dataframe thead th {<br />        text-align: right;<br />    }<br /></style>
<table class="dataframe" border="1">
<thead>
<tr style="text-align: right;">
<th></th>
<th>Hour</th>
<th>Age</th>
<th>Transactions</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>0</td>
<td>18-24</td>
<td>47</td>
</tr>
<tr>
<th>1</th>
<td>0</td>
<td>25-34</td>
<td>195</td>
</tr>
<tr>
<th>2</th>
<td>0</td>
<td>35-44</td>
<td>32</td>
</tr>
<tr>
<th>3</th>
<td>0</td>
<td>45-54</td>
<td>26</td>
</tr>
<tr>
<th>4</th>
<td>0</td>
<td>55-64</td>
<td>26</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>To make our dataframe more suitable for the joy plot, we need to pivot it.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="9">
<pre class=" language-python"><code class=" language-python" data-language="python">pivot <span class="token operator">=</span> pd<span class="token punctuation">.</span>pivot_table<span class="token punctuation">(</span>df<span class="token punctuation">,</span> values<span class="token operator">=</span><span class="token string">'Transactions'</span><span class="token punctuation">,</span> index<span class="token operator">=</span><span class="token punctuation">[</span><span class="token string">'Hour'</span><span class="token punctuation">]</span><span class="token punctuation">,</span>
    columns<span class="token operator">=</span><span class="token punctuation">[</span><span class="token string">'Age'</span><span class="token punctuation">]</span><span class="token punctuation">)</span>

pivot <span class="token operator">=</span> pivot<span class="token punctuation">.</span>fillna<span class="token punctuation">(</span><span class="token number">0</span><span class="token punctuation">)</span>

pivot<span class="token punctuation">.</span>head<span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="9">
<div class="nb-html-output">
<div>
<style scoped="">
    .dataframe tbody tr th:only-of-type {<br />        vertical-align: middle;<br />    }</p>
<p>    .dataframe tbody tr th {<br />        vertical-align: top;<br />    }</p>
<p>    .dataframe thead th {<br />        text-align: right;<br />    }<br /></style>
<table class="dataframe" border="1">
<thead>
<tr style="text-align: right;">
<th>Age</th>
<th>18-24</th>
<th>25-34</th>
<th>35-44</th>
<th>45-54</th>
<th>55-64</th>
<th>65+</th>
</tr>
<tr>
<th>Hour</th>
<th></th>
<th></th>
<th></th>
<th></th>
<th></th>
<th></th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>47</td>
<td>195</td>
<td>32</td>
<td>26</td>
<td>26</td>
<td>0</td>
</tr>
<tr>
<th>1</th>
<td>37</td>
<td>68</td>
<td>37</td>
<td>16</td>
<td>42</td>
<td>0</td>
</tr>
<tr>
<th>2</th>
<td>21</td>
<td>16</td>
<td>5</td>
<td>11</td>
<td>5</td>
<td>0</td>
</tr>
<tr>
<th>3</th>
<td>0</td>
<td>16</td>
<td>11</td>
<td>0</td>
<td>5</td>
<td>0</td>
</tr>
<tr>
<th>4</th>
<td>5</td>
<td>5</td>
<td>5</td>
<td>0</td>
<td>0</td>
<td>0</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Now, let&#8217;s see how our joy plot looks like by running the following code.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="10">
<pre class=" language-python"><code class=" language-python" data-language="python">x_range <span class="token operator">=</span> <span class="token builtin">list</span><span class="token punctuation">(</span><span class="token builtin">range</span><span class="token punctuation">(</span><span class="token number">24</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
fig<span class="token punctuation">,</span> axes <span class="token operator">=</span> joypy<span class="token punctuation">.</span>joyplot<span class="token punctuation">(</span>pivot<span class="token punctuation">,</span> kind<span class="token operator">=</span><span class="token string">"values"</span><span class="token punctuation">,</span> x_range<span class="token operator">=</span>x_range<span class="token punctuation">,</span> figsize<span class="token operator">=</span><span class="token punctuation">(</span><span class="token number">10</span><span class="token punctuation">,</span><span class="token number">8</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
axes<span class="token punctuation">[</span><span class="token operator">-</span><span class="token number">1</span><span class="token punctuation">]</span><span class="token punctuation">.</span>set_xticks<span class="token punctuation">(</span>x_range<span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="10"><img decoding="async" class="nb-image-output" src="data:image/png;base64,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" /></div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Looks quite good already. but since most of our customers were in the age bracket 25-34 and we want to visualize the difference in their behavior rather than absolute numbers, let&#8217;s normalize the data.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="11">
<pre class=" language-python"><code class=" language-python" data-language="python">df_norm <span class="token operator">=</span> <span class="token punctuation">(</span>pivot <span class="token operator">-</span> pivot<span class="token punctuation">.</span><span class="token builtin">min</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span> <span class="token operator">/</span> <span class="token punctuation">(</span>pivot<span class="token punctuation">.</span><span class="token builtin">max</span><span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token operator">-</span> pivot<span class="token punctuation">.</span><span class="token builtin">min</span><span class="token punctuation">(</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
df_norm<span class="token punctuation">.</span>head<span class="token punctuation">(</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="11">
<div class="nb-html-output">
<div>
<style scoped="">
    .dataframe tbody tr th:only-of-type {<br />        vertical-align: middle;<br />    }</p>
<p>    .dataframe tbody tr th {<br />        vertical-align: top;<br />    }</p>
<p>    .dataframe thead th {<br />        text-align: right;<br />    }<br /></style>
<table class="dataframe" border="1">
<thead>
<tr style="text-align: right;">
<th>Age</th>
<th>18-24</th>
<th>25-34</th>
<th>35-44</th>
<th>45-54</th>
<th>55-64</th>
<th>65+</th>
</tr>
<tr>
<th>Hour</th>
<th></th>
<th></th>
<th></th>
<th></th>
<th></th>
<th></th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>0.356061</td>
<td>0.313531</td>
<td>0.096429</td>
<td>0.130</td>
<td>0.206349</td>
<td>0.0</td>
</tr>
<tr>
<th>1</th>
<td>0.280303</td>
<td>0.103960</td>
<td>0.114286</td>
<td>0.080</td>
<td>0.333333</td>
<td>0.0</td>
</tr>
<tr>
<th>2</th>
<td>0.159091</td>
<td>0.018152</td>
<td>0.000000</td>
<td>0.055</td>
<td>0.039683</td>
<td>0.0</td>
</tr>
<tr>
<th>3</th>
<td>0.000000</td>
<td>0.018152</td>
<td>0.021429</td>
<td>0.000</td>
<td>0.039683</td>
<td>0.0</td>
</tr>
<tr>
<th>4</th>
<td>0.037879</td>
<td>0.000000</td>
<td>0.000000</td>
<td>0.000</td>
<td>0.000000</td>
<td>0.0</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Now that the data is normalized, let&#8217;s see how a joy plot would look like.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="12">
<pre class=" language-python"><code class=" language-python" data-language="python">fig<span class="token punctuation">,</span> axes <span class="token operator">=</span> joypy<span class="token punctuation">.</span>joyplot<span class="token punctuation">(</span>df_norm<span class="token punctuation">,</span> kind<span class="token operator">=</span><span class="token string">"values"</span><span class="token punctuation">,</span> x_range<span class="token operator">=</span>x_range<span class="token punctuation">,</span> ylim<span class="token operator">=</span><span class="token string">'own'</span><span class="token punctuation">,</span> overlap<span class="token operator">=</span><span class="token number">1.5</span><span class="token punctuation">,</span> figsize<span class="token operator">=</span><span class="token punctuation">(</span><span class="token number">10</span><span class="token punctuation">,</span><span class="token number">8</span><span class="token punctuation">)</span><span class="token punctuation">)</span>
axes<span class="token punctuation">[</span><span class="token operator">-</span><span class="token number">1</span><span class="token punctuation">]</span><span class="token punctuation">.</span>set_xticks<span class="token punctuation">(</span>x_range<span class="token punctuation">)</span><span class="token punctuation">;</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="12"><img decoding="async" class="nb-image-output" src="data:image/png;base64,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" /></div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Much better in my opinion.</p>
<p>So, what does this joy plot tell us?</p>
<ul>
<li>Most transactions are made between 8 AM and 10 PM, almost no one buys between 2 AM and 6 AM.</li>
<li>Older (65+) people don&#8217;t buy after 11 PM while the youngest bracket (18-24) continues buying until 3 AM.</li>
</ul>
<p>While I agree that this plot didn&#8217;t teach us something extremely interesting or new, it is a good example of what&#8217;s possible with a few lines of code and Jupyter Notebook (or any other similar tool).</p>
<h2>Working with raw hit-level Google Analytics data</h2>
<p>While connecting Jupyter Notebooks directly to your Google Analytics view is enough for many use cases, having access to raw hit-level Google Analytics data opens completely new opportunities for more advanced analysis.</p>
<p>To gain access to raw hit-level Google Analytics, one can use a tool like <a href="http://reflectivedata.com/analytics-data-pipeline/">Marketing Data Pipeline</a> to send data into BigQuery. Python has a library for connecting to BigQuery which makes it easy to explore and visualize based on raw data and metrics calculated based on your own criteria.</p>
<p>Besides other use cases, having access to raw hit-level data enables you to get a complete overview of the user journey, calculate metrics like LTV and use your own models for marketing channel attribution (Markov, ML-based, FPA etc.).</p>
<p><a href="http://reflectivedata.com/why-every-business-needs-a-marketing-data-warehouse-and-how-to-set-one-up/">Learn more about the benefits of having a marketing data warehouse.</a></p>
<h2 id="conclusion">Conclusion</h2>
<p>Combining powerful tools like Google Analytics, Python and Jupyter Notebooks gives you the flexibility and options you probably didn&#8217;t even dream about. The first time I got to play around with these three together made me feel like a little child, like I had discovered something really-really cool (and it is).</p>
<p>I hope this was enough to get you excited and that you will now go and try doing it on your own. And as always, your comments, questions and suggestions are welcome in the comments below.</p>
</div>
</div>
</div>
</div>
<p>The post <a href="https://reflectivedata.com/working-with-google-analytics-data-using-python-and-jupyter-notebooks">Working with Google Analytics Data Using Python and Jupyter Notebooks</a> appeared first on <a href="https://reflectivedata.com">Reflective Data</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://reflectivedata.com/working-with-google-analytics-data-using-python-and-jupyter-notebooks/feed/</wfw:commentRss>
			<slash:comments>11</slash:comments>
		
		
			</item>
		<item>
		<title>Jupyter Notebooks in WordPress</title>
		<link>https://reflectivedata.com/jupyter-notebooks-in-wordpress/</link>
					<comments>https://reflectivedata.com/jupyter-notebooks-in-wordpress/#comments</comments>
		
		<dc:creator><![CDATA[Silver Ringvee]]></dc:creator>
		<pubDate>Sat, 12 Oct 2019 20:48:25 +0000</pubDate>
				<category><![CDATA[Jupyter Notebook]]></category>
		<category><![CDATA[Technical]]></category>
		<category><![CDATA[notebook]]></category>
		<guid isPermaLink="false">http://reflectivedata.com/?p=3562</guid>

					<description><![CDATA[<p>While it might look like a normal WordPress blog post (like all the previous posts on our blog), you are actually looking at a Jupyter Notebook.</p>
<p>In this first proof-of-concept blog post/Notebook, we are showing you how Notebooks work and a few cool things you can accomplish with them.</p>
<p>The post <a href="https://reflectivedata.com/jupyter-notebooks-in-wordpress/">Jupyter Notebooks in WordPress</a> appeared first on <a href="https://reflectivedata.com">Reflective Data</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="notebook-container show-input-blocks">
<div class="nb-notebook">
<div class="nb-worksheet">
<div class="nb-cell nb-markdown-cell">
<p>While it might look like a normal WordPress blog post (like all the previous posts on our blog), you are actually looking at a Jupyter Notebook.</p>
<p>If you are not familiar with <a href="https://jupyter.org/">Jupyter Notebooks</a> then here&#8217;s what you need to know about them:</p>
<blockquote>
<p>The Jupyter Notebook is an open-source web application that allows you to create and share documents that contain live code, equations, visualizations and narrative text. Uses include: data cleaning and transformation, numerical simulation, statistical modelling, data visualization, machine learning, and much more.</p>
</blockquote>
<p>In this first proof-of-concept blog post/Notebook, we are showing you how Notebooks work and a few cool things you can accomplish with them.</p>
<h2 id="why-are-we-doing-this">Why are we doing this?</h2>
<p>The reason we are testing with &#8220;blogging using a Jupyter Notebook&#8221; is that it allows us to share our code example and analysis done in Python more easily and in a more repeatable way.</p>
<p>At Reflective Data, we are using a lot of Python in all steps of data analysis. Jupyter Notebooks is a tool we use to run and share our code both internally and with our clients. Why not leverage the same workflow in our blogging efforts as well, we thought.</p>
<p>Our plan is to create a series of useful tutorial-type blog posts where we show you how to use Python (and Notebooks) in your everyday work as a digital analyst. We are going to pull data from Google Analytics, testing tools and databases, then run all sorts of analysis and visualizations using this data (and Notebooks).</p>
<h2 id="how-are-we-doing-this">How are we doing this?</h2>
<p>Since sharing Notebooks is all about repeatability, we thought it will be wise to also share how we managed to turn Notebooks into a WordPress blog post.</p>
<p>While you can host and run <a href="https://jupyter.org/">Jupyter Notebooks</a> both locally or on the cloud, we&#8217;ve found <a href="https://colab.research.google.com/">Colaboratory</a> by Google to be the best solution when it comes to (as the name suggests) collaborative coding. That&#8217;s why we are mostly using Colab when working with Notebooks.</p>
<h3 id="turning-a-notebook-into-html">Turning a Notebook into HTML</h3>
<p>The first step in the process of sharing your Notebook on WordPress would be turning your Notebook from <code>ipynb</code> format into HTML.</p>
<p>The hosted version of Jupyter Notebooks comes with a handy &#8220;Download as HTML&#8221; option built-in. Colab, unfortunately, doesn&#8217;t have this feature. So, we found a workaround which also allowed us to semi-automate the whole process.</p>
<p>We are using <a href="https://developers.google.com/drive/api/v3/reference">Google Drive&#8217;s API</a> to load the <code>ipynb</code> file from Drive (Colab hosts Notebooks on your Drive) and then using <a href="https://github.com/jsvine/nbpreview">nbpreview</a> to turn it to HTML. We haven&#8217;t yet done so, but the plan is to build a WordPress plugin that would take a Colab Notebook&#8217;s ID and then automatically turn it into HTML.</p>
<h3 id="teaching-wordpress-how-to-render-a-notebook">Teaching WordPress how to render a Notebook</h3>
<p>Currently, we simply paste the HTML version of the Notebook into WordPress blog post using a text-edit-mode. This will soon be handled by the plugin we mentioned in the previous step.</p>
<p>Everey blog post that contains a Notebook will receive a tag &#8220;notebook&#8221;. Using this tag we can then tell WordPress to load some extra CSS to properly render the Notebook.</p>
<p>We are currently doing this in a few lines of code in our <code>functions.php</code> file.</p>
<pre><code>add_action('wp_head', 'load_notebook_styles');
function load_notebook_styles() {
    if ( has_tag( 'notebook' ) ) {
        wp_enqueue_style( 'notebook-css', get_template_directory_uri() . '/notebooks/notebook.css' );
        wp_enqueue_style( 'notebook-prism-css', get_template_directory_uri() . '/notebooks/prism.css' );
    }
}</code></pre>
<p>Here are the CSS files we load:</p>
<ul>
<li><a href="http://reflectivedata.com/wp-content/themes/reflective-data/notebooks/notebook.css">notebooks.css</a></li>
<li><a href="http://reflectivedata.com/wp-content/themes/reflective-data/notebooks/prism.css">prism.css</a></li>
</ul>
<h2 id="whats-possible-with-notebooks">What&#8217;s possible with Notebooks?</h2>
<p>So, now that you have at least a basic knowledge of what a Notebook is and how we managed to turn them into WordPress blog posts, let&#8217;s see what you could actually accomplish with them.</p>
<p>Them main thing, of course, is that you can run Python code and immediately see the output.</p>
<p>Here&#8217;s a very basic example:</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="1">
<pre class=" language-python"><code class=" language-python" data-language="python">x <span class="token operator">=</span> <span class="token number">5</span>
<span class="token keyword">for</span> i <span class="token keyword">in</span> <span class="token builtin">range</span><span class="token punctuation">(</span>x<span class="token punctuation">)</span><span class="token punctuation">:</span>
  <span class="token keyword">print</span><span class="token punctuation">(</span>i <span class="token operator">*</span> <span class="token string">'*'</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="1">
<pre class="nb-stdout">*
**
***
****
</pre>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Awesome, right?</p>
<p>Now, the only limits you really have are your creativity and Python skills. In the upcoming blog posts, our goal is to get you better at both by showing some cool and useful things we are doing using Python and Jupyter Notebooks.</p>
<p>While the first Python script was quite useless, let&#8217;s try and load in some real data from Google Analytics.</p>
<p>First, let&#8217;s import our required dependencies.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="0">
<pre class=" language-python"><code class=" language-python" data-language="python"><span class="token keyword">import</span> pandas <span class="token keyword">as</span> pd
<span class="token keyword">import</span> json
<span class="token keyword">import</span> requests</code></pre>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>There are many ways you can pull data from Google Analytics but one of the simplest is by using the API Query URI that you can grab from the <a href="https://ga-dev-tools.appspot.com/query-explorer/">Query Explorer</a>.</p>
<p>In this example, we are loading the number of Sessions and Users per day for the last 30 days.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="3">
<pre class=" language-python"><code class=" language-python" data-language="python"><span class="token keyword">from</span> getpass <span class="token keyword">import</span> getpass <span class="token comment"># required only for hiding your variables</span>

api_query_uri <span class="token operator">=</span> getpass<span class="token punctuation">(</span><span class="token string">'Enter API Query URI here'</span><span class="token punctuation">)</span> <span class="token comment"># get the URI</span>
r <span class="token operator">=</span> requests<span class="token punctuation">.</span>get<span class="token punctuation">(</span>api_query_uri<span class="token punctuation">)</span> <span class="token comment"># make the request</span>
data<span class="token operator">=</span> r<span class="token punctuation">.</span>json<span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token comment"># read data from a JSON format</span>
df <span class="token operator">=</span> pd<span class="token punctuation">.</span>DataFrame<span class="token punctuation">(</span>data<span class="token punctuation">[</span><span class="token string">'rows'</span><span class="token punctuation">]</span><span class="token punctuation">)</span> <span class="token comment"># turn data into a Pandas data frame</span>
df <span class="token operator">=</span> df<span class="token punctuation">.</span>rename<span class="token punctuation">(</span>columns<span class="token operator">=</span><span class="token punctuation">{</span><span class="token number">0</span><span class="token punctuation">:</span> <span class="token string">'Date'</span><span class="token punctuation">,</span> <span class="token number">1</span><span class="token punctuation">:</span> <span class="token string">'Sessions'</span><span class="token punctuation">,</span> <span class="token number">2</span><span class="token punctuation">:</span> <span class="token string">'Users'</span><span class="token punctuation">}</span><span class="token punctuation">)</span> <span class="token comment"># giving the columns some proper titles</span>
df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting sessions as ints</span>
df<span class="token punctuation">[</span><span class="token string">'Users'</span><span class="token punctuation">]</span> <span class="token operator">=</span> df<span class="token punctuation">[</span><span class="token string">'Users'</span><span class="token punctuation">]</span><span class="token punctuation">.</span>astype<span class="token punctuation">(</span><span class="token builtin">int</span><span class="token punctuation">)</span> <span class="token comment"># formatting users as ints</span>
df<span class="token punctuation">[</span><span class="token string">'Date'</span><span class="token punctuation">]</span> <span class="token operator">=</span> pd<span class="token punctuation">.</span>to_datetime<span class="token punctuation">(</span>df<span class="token punctuation">[</span><span class="token string">'Date'</span><span class="token punctuation">]</span><span class="token punctuation">)</span>

df<span class="token punctuation">.</span>head<span class="token punctuation">(</span><span class="token punctuation">)</span> <span class="token comment"># printing the first five rows</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="3">
<pre class="nb-stdout">Enter API Query URI here··········
</pre>
</div>
<div class="nb-output" data-prompt-number="3">
<div class="nb-html-output">
<div>
<style scoped="">
    .dataframe tbody tr th:only-of-type {
        vertical-align: middle;
    }</p>
<p>    .dataframe tbody tr th {
        vertical-align: top;
    }</p>
<p>    .dataframe thead th {
        text-align: right;
    }
</style>
<table border="1" class="dataframe">
<thead>
<tr style="text-align: right;">
<th></th>
<th>Date</th>
<th>Sessions</th>
<th>Users</th>
</tr>
</thead>
<tbody>
<tr>
<th>0</th>
<td>2019-09-12</td>
<td>50526</td>
<td>58667</td>
</tr>
<tr>
<th>1</th>
<td>2019-09-13</td>
<td>53919</td>
<td>63156</td>
</tr>
<tr>
<th>2</th>
<td>2019-09-14</td>
<td>58735</td>
<td>68200</td>
</tr>
<tr>
<th>3</th>
<td>2019-09-15</td>
<td>67371</td>
<td>77597</td>
</tr>
<tr>
<th>4</th>
<td>2019-09-16</td>
<td>65780</td>
<td>77305</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>Great, so our data is now loaded and formatted for our needs.</p>
<p>Let&#8217;s go ahead and try visualizing it. For timeseries data, a line chart should work well.</p>
</div>
<div class="nb-cell nb-code-cell">
<div class="nb-input" data-prompt-number="4">
<pre class=" language-python"><code class=" language-python" data-language="python">df<span class="token punctuation">.</span>plot<span class="token punctuation">.</span>line<span class="token punctuation">(</span>x<span class="token operator">=</span><span class="token string">'Date'</span><span class="token punctuation">,</span> y<span class="token operator">=</span><span class="token punctuation">[</span><span class="token string">'Sessions'</span><span class="token punctuation">,</span> <span class="token string">'Users'</span><span class="token punctuation">]</span><span class="token punctuation">,</span> ylim<span class="token operator">=</span><span class="token punctuation">[</span><span class="token number">0</span><span class="token punctuation">,</span><span class="token boolean">None</span><span class="token punctuation">]</span><span class="token punctuation">,</span> figsize<span class="token operator">=</span><span class="token punctuation">[</span><span class="token number">10</span><span class="token punctuation">,</span> <span class="token number">6</span><span class="token punctuation">]</span><span class="token punctuation">)</span></code></pre>
</div>
<div class="nb-output" data-prompt-number="4">
<pre class="nb-text-output">&lt;matplotlib.axes._subplots.AxesSubplot at 0x7fc6a53c3278&gt;</pre>
</div>
<div class="nb-output" data-prompt-number="4"><img decoding="async" class="nb-image-output" src="data:image/png;base64,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"></div>
</div>
<div class="nb-cell nb-markdown-cell">
<p>That was simple, right?</p>
<p>There is so much more you can do with Python and Jupyter Notebooks and we are going to cover more advanced stuff in our upcoming blog posts.</p>
<p>I&#8217;d like to end this post with a few thoughts I got while writing this one.</p>
<ol>
<li>Writing a blog post using <a href="https://en.wikipedia.org/wiki/Markdown">Markdown</a> is fun (and effective). I know some people are doing it but this is the first time for me. Markdown is the way you write text in Notebooks.</li>
<li>While I thought so before, now I know for sure that Notebooks + WordPress is a really good solution for sharing Python code examples and data visualizations online.</li>
<li>I&#8217;d love to hear your thoughts, ideas, questions and topic suggestions in the comments below! We are happy to respond/help.</li>
</ol>
<p><strong>PS! More Notebooks-related content is coming soon! Consider subscribing to our newsletter.</strong></p>
</div>
</div>
</div>
</div>
<p>The post <a href="https://reflectivedata.com/jupyter-notebooks-in-wordpress/">Jupyter Notebooks in WordPress</a> appeared first on <a href="https://reflectivedata.com">Reflective Data</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://reflectivedata.com/jupyter-notebooks-in-wordpress/feed/</wfw:commentRss>
			<slash:comments>23</slash:comments>
		
		
			</item>
	</channel>
</rss>
