{"id":167,"date":"2017-12-29T16:02:43","date_gmt":"2017-12-29T16:02:43","guid":{"rendered":"https:\/\/fcpython.com\/?p=167"},"modified":"2020-12-18T20:09:26","modified_gmt":"2020-12-18T20:09:26","slug":"scatter-plots-crosshairs-in-matplotlib","status":"publish","type":"post","link":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib","title":{"rendered":"Scatter Plots &#038; Crosshairs in Matplotlib"},"content":{"rendered":"<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<\/h1>\n<p>Across Python&#8217;s many visualisation libraries, you will find several ways to create scatter plots. Matplotlib, being one of the fundamental visualisation libraries, offers perhaps the simplest way to do so. In one line, we will be able to create scatter plots that show the relationship between two variables. It also offers easy ways to customise these charts, through adding crosshairs, text, colour and more.<\/p>\n<p>This article will plot goals for and against from a season, taking you through the initial creation of the chart, then some customisation that Matplotlib offers. Import the modules and data and off we go.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[1]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"kn\">import<\/span> <span class=\"nn\">numpy<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">np<\/span>\r\n<span class=\"kn\">import<\/span> <span class=\"nn\">pandas<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">pd<\/span>\r\n<span class=\"kn\">import<\/span> <span class=\"nn\">matplotlib.pyplot<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">plt<\/span>\r\n<span class=\"o\">%<\/span><span class=\"k\">matplotlib<\/span> inline\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[2]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"n\">table<\/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=\"s2\">&quot;..\/..\/Data\/1617table.csv&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">table<\/span><span class=\"o\">.<\/span><span class=\"n\">head<\/span><span class=\"p\">()<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[2]:<\/div>\n<div class=\"output_html rendered_html output_subarea output_execute_result\">\n<div>\n<style>\n    .dataframe thead tr:only-child th {\n        text-align: right;\n    }<\/p>\n<p>    .dataframe thead th {\n        text-align: left;\n    }<\/p>\n<p>    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th><\/th>\n<th>Pos<\/th>\n<th>Team<\/th>\n<th>Pld<\/th>\n<th>W<\/th>\n<th>D<\/th>\n<th>L<\/th>\n<th>GF<\/th>\n<th>GA<\/th>\n<th>GD<\/th>\n<th>Pts<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>1<\/td>\n<td>Chelsea<\/td>\n<td>38<\/td>\n<td>30<\/td>\n<td>3<\/td>\n<td>5<\/td>\n<td>85<\/td>\n<td>33<\/td>\n<td>52<\/td>\n<td>93<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>2<\/td>\n<td>Tottenham Hotspur<\/td>\n<td>38<\/td>\n<td>26<\/td>\n<td>8<\/td>\n<td>4<\/td>\n<td>86<\/td>\n<td>26<\/td>\n<td>60<\/td>\n<td>86<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>3<\/td>\n<td>Manchester City<\/td>\n<td>38<\/td>\n<td>23<\/td>\n<td>9<\/td>\n<td>6<\/td>\n<td>80<\/td>\n<td>39<\/td>\n<td>41<\/td>\n<td>78<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>4<\/td>\n<td>Liverpool<\/td>\n<td>38<\/td>\n<td>22<\/td>\n<td>10<\/td>\n<td>6<\/td>\n<td>78<\/td>\n<td>42<\/td>\n<td>36<\/td>\n<td>76<\/td>\n<\/tr>\n<tr>\n<th>4<\/th>\n<td>5<\/td>\n<td>Arsenal<\/td>\n<td>38<\/td>\n<td>23<\/td>\n<td>6<\/td>\n<td>9<\/td>\n<td>77<\/td>\n<td>44<\/td>\n<td>33<\/td>\n<td>75<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Nothing exceptional about our table here. We have exactly the data that we would expect and we are going to plot goals for (GF) and goals against (GA).<\/p>\n<p>Matplotlib&#8217;s &#8216;.plot()&#8217; will make this incredibly easy. We just need to pass it three arguments: the data to plot along each of the axes and the plot type. In this case, the plot type is &#8216;o&#8217; to show that we want to plot markers. Let&#8217;s see what the default chart looks like:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[3]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">(<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">],<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">],<\/span><span class=\"s2\">&quot;o&quot;<\/span><span class=\"p\">)<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[3]:<\/div>\n<div class=\"output_text output_subarea output_execute_result\">\n<pre>[&lt;matplotlib.lines.Line2D at 0x2488736de10&gt;]<\/pre>\n<\/div>\n<\/div>\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXQAAAD8CAYAAABn919SAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>It is quite plain and has no labels, but you can see just how easy it is to do. It is almost just as easy to add some tiles.<\/p>\n<p>Rather than directly plot the chart, we can create our chart area with the first line below, set its size, then add our features from there. Take a look:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[4]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"c1\">#Create plot area<\/span>\r\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>\r\n\r\n<span class=\"c1\">#Set plot size<\/span>\r\n<span class=\"n\">fig<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">7<\/span><span class=\"p\">,<\/span> <span class=\"mi\">5<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"c1\">#Plot chart as above, but change the plot type from &#39;o&#39; to &#39;*&#39; - givng us stars!<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">(<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">],<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">],<\/span><span class=\"s2\">&quot;*&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"c1\">#Add labels to chart area<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals for &amp; Against&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals For&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals Against&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"c1\">#Display the chart<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAboAAAFNCAYAAAB2YKokAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nRU5ErkJggg==\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Great work! Just a few lines of code make a massive difference to our charts.<\/p>\n<p>This time, let&#8217;s add a crosshair to our chart to display the average line. This should help our viewers to see if a point is performing well or not.<\/p>\n<p>To do this, we can use &#8216;plt.plot()&#8217; again. Once again, we give it 3 arguments as a minimum:<\/p>\n<ul>\n<li>Type &#8211; &#8216;k-&#8216; gives us two instructions to plot with. K means black, &#8211; means draw a line<\/li>\n<li>Start\/End X locations &#8211; Give these two coordinates in a list. In the example below, we calculate the average to get the coordinate.<\/li>\n<li>Start\/End Y locations &#8211; Once again, give these coordinates in a list. Below they are [90,20]<\/li>\n<\/ul>\n<p>We also give two optional arguments. Linestyle changes the line, in this case &#8220;:&#8221; gives us a dotted line. Meanwhile, lw dictates the line width.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[5]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><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>\r\n<span class=\"n\">fig<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">7<\/span><span class=\"p\">,<\/span> <span class=\"mi\">5<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">(<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">],<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">],<\/span><span class=\"s2\">&quot;o&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">([<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">(),<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">()],[<\/span><span class=\"mi\">90<\/span><span class=\"p\">,<\/span><span class=\"mi\">20<\/span><span class=\"p\">],<\/span><span class=\"s1\">&#39;k-&#39;<\/span><span class=\"p\">,<\/span> <span class=\"n\">linestyle<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">&quot;:&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">lw<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">([<\/span><span class=\"mi\">20<\/span><span class=\"p\">,<\/span><span class=\"mi\">90<\/span><span class=\"p\">],[<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">(),<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">()],<\/span><span class=\"s1\">&#39;k-&#39;<\/span><span class=\"p\">,<\/span> <span class=\"n\">linestyle<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">&quot;:&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">lw<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals for &amp; Against&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals For&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals Against&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAboAAAFNCAYAAAB2YKokAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nYII=\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>In our chart above, the crosshairs show the averages and it helps us to group teams accordingly. You may want to classify these quadrants with text on the chart and we add this in a similar way to titles.<\/p>\n<p>Rather than &#8216;.set_title()&#8217;, we instead use &#8216;.text()&#8217;. You must give arguments for the x and y location, in addition to the text that you want to write. Our examples below also give information on the colour and size of the text. Take a look at how this comes up:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[6]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><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>\r\n<span class=\"n\">fig<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">7<\/span><span class=\"p\">,<\/span> <span class=\"mi\">5<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">(<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">],<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">],<\/span><span class=\"s2\">&quot;o&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">([<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">(),<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GF&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">()],[<\/span><span class=\"mi\">90<\/span><span class=\"p\">,<\/span><span class=\"mi\">20<\/span><span class=\"p\">],<\/span><span class=\"s1\">&#39;k-&#39;<\/span><span class=\"p\">,<\/span> <span class=\"n\">linestyle<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">&quot;:&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">lw<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">([<\/span><span class=\"mi\">20<\/span><span class=\"p\">,<\/span><span class=\"mi\">90<\/span><span class=\"p\">],[<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">(),<\/span><span class=\"n\">table<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;GA&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">mean<\/span><span class=\"p\">()],<\/span><span class=\"s1\">&#39;k-&#39;<\/span><span class=\"p\">,<\/span> <span class=\"n\">linestyle<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">&quot;:&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">lw<\/span><span class=\"o\">=<\/span><span class=\"mi\">1<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_title<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals For &amp; Against&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_xlabel<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals For&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">set_ylabel<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;Goals Against&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"mi\">18<\/span><span class=\"p\">,<\/span><span class=\"mi\">90<\/span><span class=\"p\">,<\/span><span class=\"s2\">&quot;Poor attack, poor defense&quot;<\/span><span class=\"p\">,<\/span><span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;red&quot;<\/span><span class=\"p\">,<\/span><span class=\"n\">size<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;8&quot;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">ax<\/span><span class=\"o\">.<\/span><span class=\"n\">text<\/span><span class=\"p\">(<\/span><span class=\"mi\">67<\/span><span class=\"p\">,<\/span><span class=\"mi\">20<\/span><span class=\"p\">,<\/span><span class=\"s2\">&quot;Strong attack, strong defense&quot;<\/span><span class=\"p\">,<\/span><span class=\"n\">color<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;red&quot;<\/span><span class=\"p\">,<\/span><span class=\"n\">size<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;8&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">show<\/span><span class=\"p\">()<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAboAAAFNCAYAAAB2YKokAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nmfb\/AaP8PEkoTqy2AAAAAElFTkSuQmCC\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<h3 id=\"Summary\">Summary<\/h3>\n<p>Head back and compare this last chart with the first one. Not only is the most recent one much, much better looking, it also is much more informative. Simple titles tell us what we are looking at, while crosshairs and text give insight.<\/p>\n<p>This article illustrated the versatility of matplotlib and &#8216;.plot()&#8217; being able to quickly draw charts and add detail to them. You can see above how we set up a chart area, than draw our chart and additional features. Take a look at the documentation for all of the customisations that you can add with matplotlib.<\/p>\n<p>Create your own scatter plots and crosshair features, and check out some of the other visualisation options Matplotlib offers.<\/p>\n<\/div>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Across Python&#8217;s many visualisation libraries, you will find several ways to create scatter plots. Matplotlib, being one of the fundamental visualisation libraries, offers perhaps&hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[3],"tags":[19,22],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v19.13 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Scatter Plots &amp; Crosshairs in Matplotlib - FC Python<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\" \/>\n<meta property=\"og:locale\" content=\"en_GB\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Scatter Plots &amp; Crosshairs in Matplotlib - FC Python\" \/>\n<meta property=\"og:description\" content=\"Across Python&#8217;s many visualisation libraries, you will find several ways to create scatter plots. Matplotlib, being one of the fundamental visualisation libraries, offers perhaps&hellip;\" \/>\n<meta property=\"og:url\" content=\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\" \/>\n<meta property=\"og:site_name\" content=\"FC Python\" \/>\n<meta property=\"article:published_time\" content=\"2017-12-29T16:02:43+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2020-12-18T20:09:26+00:00\" \/>\n<meta name=\"author\" content=\"FCPythonADMIN\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:creator\" content=\"@FC__Python\" \/>\n<meta name=\"twitter:site\" content=\"@FC__Python\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"FCPythonADMIN\" \/>\n\t<meta name=\"twitter:label2\" content=\"Estimated reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"5 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib#article\",\"isPartOf\":{\"@id\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\"},\"author\":{\"name\":\"FCPythonADMIN\",\"@id\":\"https:\/\/fcpython.com\/#\/schema\/person\/ed81e5728929acd0f3f2d9bf824a0bd0\"},\"headline\":\"Scatter Plots &#038; Crosshairs in Matplotlib\",\"datePublished\":\"2017-12-29T16:02:43+00:00\",\"dateModified\":\"2020-12-18T20:09:26+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\"},\"wordCount\":628,\"publisher\":{\"@id\":\"https:\/\/fcpython.com\/#organization\"},\"keywords\":[\"matplotlib\",\"scatter plot\"],\"articleSection\":[\"Visualisation\"],\"inLanguage\":\"en-GB\"},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\",\"url\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\",\"name\":\"Scatter Plots & Crosshairs in Matplotlib - FC Python\",\"isPartOf\":{\"@id\":\"https:\/\/fcpython.com\/#website\"},\"datePublished\":\"2017-12-29T16:02:43+00:00\",\"dateModified\":\"2020-12-18T20:09:26+00:00\",\"breadcrumb\":{\"@id\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib#breadcrumb\"},\"inLanguage\":\"en-GB\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/fcpython.com\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Scatter Plots &#038; Crosshairs in Matplotlib\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/fcpython.com\/#website\",\"url\":\"https:\/\/fcpython.com\/\",\"name\":\"FC Python\",\"description\":\"Learning Python through football\",\"publisher\":{\"@id\":\"https:\/\/fcpython.com\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/fcpython.com\/?s={search_term_string}\"},\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"en-GB\"},{\"@type\":\"Organization\",\"@id\":\"https:\/\/fcpython.com\/#organization\",\"name\":\"FC Python\",\"url\":\"https:\/\/fcpython.com\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-GB\",\"@id\":\"https:\/\/fcpython.com\/#\/schema\/logo\/image\/\",\"url\":\"https:\/\/fcpython.com\/wp-content\/uploads\/2017\/12\/Logocomp9.png\",\"contentUrl\":\"https:\/\/fcpython.com\/wp-content\/uploads\/2017\/12\/Logocomp9.png\",\"width\":981,\"height\":1049,\"caption\":\"FC Python\"},\"image\":{\"@id\":\"https:\/\/fcpython.com\/#\/schema\/logo\/image\/\"},\"sameAs\":[\"https:\/\/twitter.com\/FC__Python\"]},{\"@type\":\"Person\",\"@id\":\"https:\/\/fcpython.com\/#\/schema\/person\/ed81e5728929acd0f3f2d9bf824a0bd0\",\"name\":\"FCPythonADMIN\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-GB\",\"@id\":\"https:\/\/fcpython.com\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/7a172a6f730270fc0f8bb1a8ff958895?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/7a172a6f730270fc0f8bb1a8ff958895?s=96&d=mm&r=g\",\"caption\":\"FCPythonADMIN\"}}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Scatter Plots & Crosshairs in Matplotlib - FC Python","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib","og_locale":"en_GB","og_type":"article","og_title":"Scatter Plots & Crosshairs in Matplotlib - FC Python","og_description":"Across Python&#8217;s many visualisation libraries, you will find several ways to create scatter plots. Matplotlib, being one of the fundamental visualisation libraries, offers perhaps&hellip;","og_url":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib","og_site_name":"FC Python","article_published_time":"2017-12-29T16:02:43+00:00","article_modified_time":"2020-12-18T20:09:26+00:00","author":"FCPythonADMIN","twitter_card":"summary_large_image","twitter_creator":"@FC__Python","twitter_site":"@FC__Python","twitter_misc":{"Written by":"FCPythonADMIN","Estimated reading time":"5 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib#article","isPartOf":{"@id":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib"},"author":{"name":"FCPythonADMIN","@id":"https:\/\/fcpython.com\/#\/schema\/person\/ed81e5728929acd0f3f2d9bf824a0bd0"},"headline":"Scatter Plots &#038; Crosshairs in Matplotlib","datePublished":"2017-12-29T16:02:43+00:00","dateModified":"2020-12-18T20:09:26+00:00","mainEntityOfPage":{"@id":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib"},"wordCount":628,"publisher":{"@id":"https:\/\/fcpython.com\/#organization"},"keywords":["matplotlib","scatter plot"],"articleSection":["Visualisation"],"inLanguage":"en-GB"},{"@type":"WebPage","@id":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib","url":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib","name":"Scatter Plots & Crosshairs in Matplotlib - FC Python","isPartOf":{"@id":"https:\/\/fcpython.com\/#website"},"datePublished":"2017-12-29T16:02:43+00:00","dateModified":"2020-12-18T20:09:26+00:00","breadcrumb":{"@id":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib#breadcrumb"},"inLanguage":"en-GB","potentialAction":[{"@type":"ReadAction","target":["https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/fcpython.com\/visualisation\/scatter-plots-crosshairs-in-matplotlib#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/fcpython.com\/"},{"@type":"ListItem","position":2,"name":"Scatter Plots &#038; Crosshairs in Matplotlib"}]},{"@type":"WebSite","@id":"https:\/\/fcpython.com\/#website","url":"https:\/\/fcpython.com\/","name":"FC Python","description":"Learning Python through football","publisher":{"@id":"https:\/\/fcpython.com\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/fcpython.com\/?s={search_term_string}"},"query-input":"required name=search_term_string"}],"inLanguage":"en-GB"},{"@type":"Organization","@id":"https:\/\/fcpython.com\/#organization","name":"FC Python","url":"https:\/\/fcpython.com\/","logo":{"@type":"ImageObject","inLanguage":"en-GB","@id":"https:\/\/fcpython.com\/#\/schema\/logo\/image\/","url":"https:\/\/fcpython.com\/wp-content\/uploads\/2017\/12\/Logocomp9.png","contentUrl":"https:\/\/fcpython.com\/wp-content\/uploads\/2017\/12\/Logocomp9.png","width":981,"height":1049,"caption":"FC Python"},"image":{"@id":"https:\/\/fcpython.com\/#\/schema\/logo\/image\/"},"sameAs":["https:\/\/twitter.com\/FC__Python"]},{"@type":"Person","@id":"https:\/\/fcpython.com\/#\/schema\/person\/ed81e5728929acd0f3f2d9bf824a0bd0","name":"FCPythonADMIN","image":{"@type":"ImageObject","inLanguage":"en-GB","@id":"https:\/\/fcpython.com\/#\/schema\/person\/image\/","url":"https:\/\/secure.gravatar.com\/avatar\/7a172a6f730270fc0f8bb1a8ff958895?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/7a172a6f730270fc0f8bb1a8ff958895?s=96&d=mm&r=g","caption":"FCPythonADMIN"}}]}},"_links":{"self":[{"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/posts\/167"}],"collection":[{"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/comments?post=167"}],"version-history":[{"count":1,"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/posts\/167\/revisions"}],"predecessor-version":[{"id":168,"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/posts\/167\/revisions\/168"}],"wp:attachment":[{"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/media?parent=167"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/categories?post=167"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/fcpython.com\/wp-json\/wp\/v2\/tags?post=167"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}