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<h1>Welcome to Burlington UserR!</h1>
<p>Make a <a href="http://www.r-bloggers.com/doughnut-chart-in-r-with-googlevis/">doughnut plot</a></p>
<pre><code class="r">dat <- data.frame(party = c("CDU", "FDP", "CSU", "SPD", "The Left", "The Greens"),
members.of.parliament = c(193, 93, 44, 146, 76, 68))
</code></pre>
<p>Make a pie plot</p>
<p><img src="data:image/png;base64,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" alt="plot of chunk pie"/> </p>
<p>Make a snazzy Google plot</p>
<pre><code class="r">library(googleVis)
</code></pre>
<pre><code>## Welcome to googleVis version 0.4.5
##
## Please read the Google API Terms of Use before you use the package:
## https://developers.google.com/terms/
##
## Type ?googleVis to access the overall documentation and
## vignette('googleVis') for the package vignette. You can execute a demo of
## the package via: demo(googleVis)
##
## More information is available on the googleVis project web-site:
## http://code.google.com/p/google-motion-charts-with-r/
##
## Contact: <[email protected]>
##
## To suppress the this message use:
## suppressPackageStartupMessages(library(googleVis))
</code></pre>
<pre><code class="r">## Doughnut chart - a pie with a hole
doughnut <- gvisPieChart(dat, options = list(width = 500, height = 500, slices = "{0: {offset: 0.2},\n1: {offset: 0.2},\n2: {offset: 0.2}}",
title = "German parliament 2009 - 2013\n(Goverment: CDU/FDP/CSU)", legend = "none",
colors = "['black','orange', 'blue',\n'red', 'purple', 'green']", pieSliceText = "label",
pieHole = 0.5), chartid = "doughnut")
plot(doughnut)
</code></pre>
<pre><code>## starting httpd help server ...
</code></pre>
<pre><code>## done
</code></pre>
<p>Here is some code </p>
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