<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5264321164766382398</id><updated>2025-10-17T03:08:13.851-05:00</updated><category term="R"/><category term="ggplot2"/><category term="CRAN"/><category term="HERE"/><category term="Hadley"/><category term="Nokia"/><category term="fitbit"/><category term="geocode"/><category term="ggmap"/><category term="httr"/><category term="rvest"/><category term="Google"/><category term="cars"/><category term="devtools"/><category term="fantasy football"/><category term="fitbitScraper"/><category term="foursquare"/><category term="fuelly"/><category term="geocoding"/><category term="github"/><category term="hack"/><category term="hide"/><category term="leaflet"/><category term="nlp"/><category term="openstreetmap"/><category term="pdf"/><category term="personal"/><category term="rCharts"/><category term="text mining"/><category term="yahoo"/><title type='text'>Stats and things</title><subtitle type='html'>Blog about statistics, visualizations, R, and whatever else that comes to mind.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>21</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-5150158354387872160</id><published>2016-04-25T14:31:00.000-05:00</published><updated>2016-04-27T13:58:58.987-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="github"/><category scheme="http://www.blogger.com/atom/ns#" term="Google"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><category scheme="http://www.blogger.com/atom/ns#" term="rvest"/><title type='text'>Access Your Google Location History in R</title><content type='html'>&lt;p&gt;For those of us with Google location history turned on on their android phones, the Google maps page at &lt;a href=&quot;https://maps.google.com/locationhistory&quot;&gt;maps.google.com/locationhistory&lt;/a&gt; containing our location history is quite interesting. Interesting enough that I wanted to try to pull it into R for further analysis. You can use &lt;a href=&quot;https://takeout.google.com&quot;&gt;Google Takeout&lt;/a&gt; to download your entire location history, or just about any data associated with your Google account. I was hoping to come across something a little lighter. &lt;/p&gt;

&lt;p&gt;So, first off, location history data is not available from any of &lt;a href=&quot;https://console.developers.google.com/apis/&quot;&gt;Google&amp;#39;s API services&lt;/a&gt;. That leaves us with few options other than to simulate a browser session in R using &lt;a href=&quot;https://cran.r-project.org/web/packages/rvest/index.html&quot;&gt;rvest&lt;/a&gt; to get the data that way. There&amp;#39;s a &lt;a href=&quot;http://stackoverflow.com/questions/32332904/current-url-to-download-kml-data-from-google-location-history&quot;&gt;Stackoverflow post&lt;/a&gt; about what structuring a URL to get the desired KML data that I used as my guide.&lt;/p&gt;

&lt;p&gt;Ever since creating &lt;a href=&quot;https://cran.r-project.org/web/packages/geocodeHERE/index.html&quot;&gt;my first R package&lt;/a&gt; with the help of &lt;a href=&quot;https://hilaryparker.com/2014/04/29/writing-an-r-package-from-scratch/&quot;&gt;Hilary Parker&amp;#39;s blog post on creating R packages&lt;/a&gt;, I&amp;#39;ve created a bunch of them. I mostly keep them to myself, but even just for personal use, a structured R package makes things easier for me to document my own code and reuse it. Any how, I created a small package to download Google location history called &lt;a href=&quot;https://github.com/corynissen/GoogleLocationHistory&quot;&gt;GoogleLocationHistory&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;I&amp;#39;ll give an example of how it works via a real life example. I flew out to California in 2014 to go to the &lt;a href=&quot;http://user2014.stat.ucla.edu/&quot;&gt;UseR conference at UCLA&lt;/a&gt;. In a bid to visit all &lt;a href=&quot;https://en.wikipedia.org/wiki/List_of_Major_League_Baseball_stadiums&quot;&gt;MLB ballparks&lt;/a&gt;, I flew out to San Diego first, to go to a Padres game. Then I drove up the coast to a rental condo to go to the conference. I made it to an Angels and Dodgers game on this trip too. All three teams were home during the conference! The problem was that I didn&amp;#39;t have the electronic toll thingie in my car and by the time I got back to my room to pay the toll online, I had no idea what toll roads I had taken. This info is required to pay the tolls online. So, I fired up Google location history and was able to figure it out that way. Creepy, but at least it served a use for me. Let&amp;#39;s look at the data from that day&amp;hellip;&lt;/p&gt;

&lt;p&gt;Note that the &amp;ldquo;login&amp;rdquo; function assumes &lt;a href=&quot;https://www.google.com/landing/2step/&quot;&gt;Google&amp;#39;s two factor authentication&lt;/a&gt; is turned on. This is the only thing I can test given that it&amp;#39;s turned on for my account. The &amp;ldquo;login&amp;rdquo; function will ask for the six digit code that is texted to you by Google when you attempt to login.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(&amp;quot;devtools&amp;quot;)  # this is needed to install my package from Github
install_github(&amp;quot;corynissen/GoogleLocationHistory&amp;quot;)
library(&amp;quot;GoogleLocationHistory&amp;quot;)

sess &amp;lt;- login(username=&amp;quot;corynissen@gmail.com&amp;quot;, password=&amp;quot;mypassword&amp;quot;)
df &amp;lt;- location_history(session=sess, date=&amp;quot;2014-06-29&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Here&amp;#39;s a look at what the data looks like. The &amp;ldquo;when&amp;rdquo; and &amp;ldquo;coord&amp;rdquo; are data returned from Google. The library attempts to parse this information and creates the &amp;ldquo;lon&amp;rdquo;, &amp;ldquo;lat&amp;rdquo;, and &amp;ldquo;time&amp;rdquo; columns.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;tail(df)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;##                              when                     coord       lon
## 372 2014-06-29T20:52:33.211-07:00 -118.4767475 34.0597392 0 -118.4767
## 373 2014-06-29T20:53:19.280-07:00 -118.4752259 34.0587244 0 -118.4752
## 374 2014-06-29T20:54:04.294-07:00 -118.4721347 34.0600617 0 -118.4721
## 375 2014-06-29T20:55:41.607-07:00 -118.4711439 34.0619441 0 -118.4711
## 376 2014-06-29T20:56:54.865-07:00  -118.471275 34.0635299 0 -118.4713
## 377 2014-06-29T20:56:54.865-07:00    -118.471017 34.06378 0 -118.4710
##          lat                time
## 372 34.05974 2014-06-29 20:52:33
## 373 34.05872 2014-06-29 20:53:19
## 374 34.06006 2014-06-29 20:54:04
## 375 34.06194 2014-06-29 20:55:41
## 376 34.06353 2014-06-29 20:56:54
## 377 34.06378 2014-06-29 20:56:54
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Maybe it would be cool to map the data&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(&amp;quot;ggmap&amp;quot;)
maptile &amp;lt;- get_map(location=c(lon=((max(df$lon) + min(df$lon)) / 2),
                            lat=((max(df$lat) + min(df$lat)) / 2)), zoom=4)
mymap &amp;lt;- ggmap(maptile) + geom_path(data=df, aes(x=lon, y=lat), size=1.1) +
  theme_void()
mymap
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img 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&quot; title=&quot;plot of chunk unnamed-chunk-4&quot; alt=&quot;plot of chunk unnamed-chunk-4&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;I created this to check out my own data, but if it can be useful for anybody else, that&amp;#39;s great too. Let me know if you are able to do anything cool with it.&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/5150158354387872160/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2016/04/access-your-google-location-history-in-r.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/5150158354387872160'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/5150158354387872160'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2016/04/access-your-google-location-history-in-r.html' title='Access Your Google Location History in R'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-4630429966038307583</id><published>2016-01-20T12:06:00.002-06:00</published><updated>2016-01-20T12:11:11.293-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cars"/><category scheme="http://www.blogger.com/atom/ns#" term="personal"/><title type='text'>My Vehicle History 1996 - 2015</title><content type='html'>Here&#39;s a post under the &quot;and things&quot; category in the Stats and things blog... it&#39;s my vehicle history. Note, only the Lexus picture is my actual vehicle. The others are the closest thing I could find in a quick google search.

&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAECkcgzPbk18pWB338mGRJQ6tjTX0t1iV60tzF5-XlcW4ZldyhKcQHPXK_14gY2A0XF01BkKvyOBjLhITqBEuaWl-8FgtiYGb1BFJ-xqAgvsPYlhrXcrukL5_ykp-h3xfbOaCqF8p-Xw/s1600/Cressida-86.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAECkcgzPbk18pWB338mGRJQ6tjTX0t1iV60tzF5-XlcW4ZldyhKcQHPXK_14gY2A0XF01BkKvyOBjLhITqBEuaWl-8FgtiYGb1BFJ-xqAgvsPYlhrXcrukL5_ykp-h3xfbOaCqF8p-Xw/s320/Cressida-86.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1985 Toyota Cressida - Bought from a mechanic friend of my uncle. It was his Mom&#39;s car, she blew the engine. He fixed it up and sold it to me for $2,800ish. Good car until air conditioning, transmission problems and rusty suspension components made it too expensive to fix.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJQHsxyvAJsOsk7zu4hqqqTK2zLVaK6l1Q2zccqBDnAnM1BxKpfSP9cWqWoS7nUgl-fI2YVv7TMoZc8M1tgS9tN2F8WUsXDCDXVvZmBvypNK3Xzpg4PAvtstEv-7FR01U4t5mjsi8h-OQ/s1600/1986-mercury-grand-marquis-base-sedan-4-door-58l-1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJQHsxyvAJsOsk7zu4hqqqTK2zLVaK6l1Q2zccqBDnAnM1BxKpfSP9cWqWoS7nUgl-fI2YVv7TMoZc8M1tgS9tN2F8WUsXDCDXVvZmBvypNK3Xzpg4PAvtstEv-7FR01U4t5mjsi8h-OQ/s320/1986-mercury-grand-marquis-base-sedan-4-door-58l-1.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1986 Mercury Grand Marquis - Bought this from family. It was my great Grandpa&#39;s car from Florida. It was beige. It was old, but I got it with 78,000 miles. I put a subwoofer in the trunk. Somebody must have heard it, because they broke into it and stole everything. It was a crushing blow during my summer home from college. It ran great for me, but I wanted something a little more modern.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzwF1Zix1uxPMyIg2DcMeED1GhAVaQzWyVsQhrDIdMlwcAvGTbvFAyJCiSer89TuNAV2IX93Xgd9xHwQ8-ORBXT8IWc7BW0M3HDcG1AAlwKbeaqw1ltHiRUQPxtVM7GtpHsPryUCJ5l-Y/s1600/94_ford_explorer_4dr_4x4_600_lebanon_7010009448910402944.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzwF1Zix1uxPMyIg2DcMeED1GhAVaQzWyVsQhrDIdMlwcAvGTbvFAyJCiSer89TuNAV2IX93Xgd9xHwQ8-ORBXT8IWc7BW0M3HDcG1AAlwKbeaqw1ltHiRUQPxtVM7GtpHsPryUCJ5l-Y/s320/94_ford_explorer_4dr_4x4_600_lebanon_7010009448910402944.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1994 Ford Explorer - My Mom&#39;s old car. She sold it to me for $5,000. I got a loan for most of that. It was awesome and got me through grad school. When the air conditioning went out and the forecast was predicting weather in the 90&#39;s, I traded it in for the Civic.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnWa3lb-XPIdWn5s7MKviDKIoZoY4uj2SCIRLKHwJnTjEvdjLM25yz7MR38Z1MWv4Rot-gt2Se70sMtRutFVpXkM8kaAxYjezH3IiU10O-L98eVm44U_jGBjSgMCPICc8BHEJ_y2JxdaY/s1600/civic.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnWa3lb-XPIdWn5s7MKviDKIoZoY4uj2SCIRLKHwJnTjEvdjLM25yz7MR38Z1MWv4Rot-gt2Se70sMtRutFVpXkM8kaAxYjezH3IiU10O-L98eVm44U_jGBjSgMCPICc8BHEJ_y2JxdaY/s320/civic.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
2003 Honda Civic ex - My first new vehicle. It was a black EX with a moon roof and 5-speed. I put 117,000 miles on it and sold it to a guy to give to his son for his 16th birthday. I had to have a strut replaced and the head gasket, timing belt, water pump. Very reliable vehicle.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj38BrWRRBGMW0SXt9TDGrtKQHfgvUMQVdhbmMyKQj6S1fmcMuSa3XqD1puCB3gtNXITiNTckBA18v5caOW-HEbNxjsJh3oqYZ2noSUezP5PaMuQPH05EwpSDWoTBZeVvr1FN-fcAHv4ns/s1600/2005_nissan_xterra_off_road_sport_utility_4d_4x4_yellow_9990_davis_ca_2330019440443383340.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj38BrWRRBGMW0SXt9TDGrtKQHfgvUMQVdhbmMyKQj6S1fmcMuSa3XqD1puCB3gtNXITiNTckBA18v5caOW-HEbNxjsJh3oqYZ2noSUezP5PaMuQPH05EwpSDWoTBZeVvr1FN-fcAHv4ns/s320/2005_nissan_xterra_off_road_sport_utility_4d_4x4_yellow_9990_davis_ca_2330019440443383340.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
2005 Nissan Xterra - We bought this new for my wife. It was the &quot;off road&quot; package in yellow. The off road package had a locking rear diff, but Erica wanted that package for the moulded stripe on the doors. Another very reliable vehicle. I think all I did on this one was a u-joint. We put 155,000 miles on it and sold it to a guy from down south. He flew up here to drive it back home.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdLrp9ics-ERGUoT6HfjXKyVYBCh4iQ9iR0qAOnub9IAHg7MFom5SKk25Iq2CjCxw0no_PyaxbkLK9Kn51k8ae1DDBKJ_pdDnoGFSdz3J0HndDArL1OdiBa5viY6zSwqeDJzh5qspFAlk/s1600/F2425B32-EE89-4A35-B454-BDE6CFA405F6_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdLrp9ics-ERGUoT6HfjXKyVYBCh4iQ9iR0qAOnub9IAHg7MFom5SKk25Iq2CjCxw0no_PyaxbkLK9Kn51k8ae1DDBKJ_pdDnoGFSdz3J0HndDArL1OdiBa5viY6zSwqeDJzh5qspFAlk/s320/F2425B32-EE89-4A35-B454-BDE6CFA405F6_1.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1998 Chevy 2500 6.5L - I bought this when I had my Civic. I had a house and it was tough to get house stuff in the Civic. It was the 6.5L diesel engine with an extended cab and 8 foot bed. It was long and slow, but it got 18mpg. Things started to rust on this one. First, a rear brake line broke in the cold. Then the brake booster started to leak. Then the fuel tank rusted through and leaked diesel in my driveway. I sold it to a young kid with all of those things fixed at around 190,000 miles. Still ran great.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwxaOLhZWv2SWW3pXVbgsZyUvsmz7-cQnlWtwaOwThyphenhyphenj2Na_w-8AXIXOGlNZKn6W__xezneTTQEiEu7Cn6d5h_TBTq7TMrJ74VgbwGdM4lyc1zX3uOADSYF14jetRoNNtn6LjLh9YH7eQ/s1600/2004_Volkswagen_Touareg_6649.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwxaOLhZWv2SWW3pXVbgsZyUvsmz7-cQnlWtwaOwThyphenhyphenj2Na_w-8AXIXOGlNZKn6W__xezneTTQEiEu7Cn6d5h_TBTq7TMrJ74VgbwGdM4lyc1zX3uOADSYF14jetRoNNtn6LjLh9YH7eQ/s320/2004_Volkswagen_Touareg_6649.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
2004 Volkswagen Touareg - Got this to replace the Xterra for Erica. It was $15,500 with just 33,000 miles on it. That&#39;s because the first year Touaregs were riddled with problems. But it had all the options, V8, air ride, moon roof... it was awesome. I bought a warranty and had to use it when the vehicle wouldn&#39;t shut off even after we took the key out. A new ECU fixed that, but that was the only problem we had with it. Sold it at 80,000 miles to a guy from down south when the warranty ran out and the timing belt was due to be changed.
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR0MWNwrDmsXCJSl05QG_BdGfVdzix4R9OsPAWVaEUYEj9N7cgBjEVvGU9rSnmXXsWC9SXCxZe_CmlEzdZ0EgTSffpIHbGdnheM8b2SCaJq1nRt_hUmb193LPenk1i8T_Q5l2cDQA81vE/s1600/10533441.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR0MWNwrDmsXCJSl05QG_BdGfVdzix4R9OsPAWVaEUYEj9N7cgBjEVvGU9rSnmXXsWC9SXCxZe_CmlEzdZ0EgTSffpIHbGdnheM8b2SCaJq1nRt_hUmb193LPenk1i8T_Q5l2cDQA81vE/s320/10533441.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
2010 Toyota Tundra - My current truck. I wanted the 5.7L engine, 4x4, and double cab. Ended up getting that in a base model work truck. Vinyl seats, rubber floor, and column shifter. Perfection. Bought it for $22,000 with 32,000 miles from a dentist in Michigan. He was coincidentally buying a motor home in Illinois, so I met him and bought it from him with cash at the motor home shop. It&#39;s had a new front differential and a whole new bed replaced under warranty. Still going at 88,000 miles 
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Xo2n9WeepjMplx5jdYYfEUc0yWSR-F8BjIQ7nDXhujtRfru1u_xr9-lWevvgbfaSwCUJkKh8l5xzjCb6xMIkQU51LWcff5fOG0iBygnHGvbvLb9jiRRSojVSirGSr6_VNZqDqxeF-bE/s1600/volkswagen-jetta-sportwagen-white-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Xo2n9WeepjMplx5jdYYfEUc0yWSR-F8BjIQ7nDXhujtRfru1u_xr9-lWevvgbfaSwCUJkKh8l5xzjCb6xMIkQU51LWcff5fOG0iBygnHGvbvLb9jiRRSojVSirGSr6_VNZqDqxeF-bE/s320/volkswagen-jetta-sportwagen-white-1.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
2011 Volkswagen Jetta Sportwagen TDI - I flew to Washington DC to buy this one with 6,000 miles on it for Erica to replace the Touareg. It gets 40mpg with the TDI engine. Unfortunately, the EPA has found out that VW cheated on the emissions tests with this engine and it&#39;s value has tanked. We are waiting to see what they do with the recall / buy back. It&#39;s at 111,000 miles now with only a couple minor warranty repairs. 
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijMvzImQQYU_-jrKosjonTLmeWygKVgIfSG0njb67mugsPUBHlIWLU87OF5R5Qp-f4f_LhEbEKu6V50HlqyHKuhjU9rAMX0ooeMa9KUPd2qoriPxSqN4QPwOqDmrPQ8maUg6zjdPq7LY8/s1600/1+-+gV1BdZn.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijMvzImQQYU_-jrKosjonTLmeWygKVgIfSG0njb67mugsPUBHlIWLU87OF5R5Qp-f4f_LhEbEKu6V50HlqyHKuhjU9rAMX0ooeMa9KUPd2qoriPxSqN4QPwOqDmrPQ8maUg6zjdPq7LY8/s320/1+-+gV1BdZn.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1992 Lexus SC300 - Bought this from my uncle in pristine condition. It&#39;s a factory 5-speed with around 125,000 miles. I am saving money to add a turbo to it and bump up the horsepower from a stock 225hp to somewhere in the 400hp range.</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/4630429966038307583/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2016/01/my-vehicle-history-1996-2015.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/4630429966038307583'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/4630429966038307583'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2016/01/my-vehicle-history-1996-2015.html' title='My Vehicle History 1996 - 2015'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAECkcgzPbk18pWB338mGRJQ6tjTX0t1iV60tzF5-XlcW4ZldyhKcQHPXK_14gY2A0XF01BkKvyOBjLhITqBEuaWl-8FgtiYGb1BFJ-xqAgvsPYlhrXcrukL5_ykp-h3xfbOaCqF8p-Xw/s72-c/Cressida-86.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6900250017351467980</id><published>2015-05-27T16:01:00.000-05:00</published><updated>2016-05-16T10:09:55.046-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ggmap"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Creating Styled Google Maps in ggmap</title><content type='html'>&lt;p&gt;In R, my go to package for creating maps is &lt;a href=&quot;http://cran.r-project.org/web/packages/ggmap/index.html&quot;&gt;ggmap&lt;/a&gt;. Using this, one can create maps using a variety of services, including &lt;a href=&quot;https://developers.google.com/maps/&quot;&gt;Google maps&lt;/a&gt;. I just recently discovered the ability to create a styled version of a Google map. Let&amp;#39;s go through this process to create a black and white map of Chicago, with the parks shown in red.&lt;/p&gt;

&lt;p&gt;First, go to the &lt;a href=&quot;http://googlemaps.github.io/js-samples/styledmaps/wizard/index.html&quot;&gt;Styled Maps Wizard&lt;/a&gt; and type in &amp;ldquo;Chicago IL&amp;rdquo;.  &lt;/p&gt;

&lt;p&gt;&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/or9yKIV.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
You are shown the stock Google map of Chicago, with some sliders to change various attributes of the map.&lt;br/&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/XVkvt7H.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
Let&amp;#39;s take the &amp;ldquo;saturation&amp;rdquo; slider down to -100 and bump up the &amp;ldquo;gamma&amp;rdquo; slider to .5.&lt;br/&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/mNZ0khG.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
Then, we can work on making the parks red. First, click the &amp;ldquo;Add&amp;rdquo; button on the right side.&lt;br/&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/olLD9Jp.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
Next, on the left side at the top, choose &amp;ldquo;Point of Interest&amp;rdquo;, then &amp;ldquo;Park&amp;rdquo;.&lt;br/&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/1rfBy0X.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
Then, click the &amp;ldquo;Color&amp;rdquo; box and type in &amp;ldquo;#ff0000&amp;rdquo; into the box to specify red for the parks You should see the parks highlighted in red now.&lt;br/&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/I26WyrQ.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
The last thing we need is to grab the JSON for these styles. On the right side, at the bottom of the &amp;ldquo;Map Style&amp;rdquo; box, click &amp;ldquo;Show JSON&amp;rdquo;.&lt;br/&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/0j5xrJ6.png&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;&lt;br/&gt;
With this JSON, we can create the map in ggmaps.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(&amp;quot;RJSONIO&amp;quot;)
library(&amp;quot;ggmap&amp;quot;)
library(&amp;quot;magrittr&amp;quot;)
style &amp;lt;- &amp;#39;[
  {
    &amp;quot;stylers&amp;quot;: [
      { &amp;quot;saturation&amp;quot;: -100 },
      { &amp;quot;gamma&amp;quot;: 0.5 }
    ]
  },{
    &amp;quot;featureType&amp;quot;: &amp;quot;poi.park&amp;quot;,
    &amp;quot;stylers&amp;quot;: [
      { &amp;quot;color&amp;quot;: &amp;quot;#ff0000&amp;quot; }
    ]
  }
]&amp;#39;
style_list &amp;lt;- fromJSON(style, asText=TRUE)

create_style_string&amp;lt;- function(style_list){
  style_string &amp;lt;- &amp;quot;&amp;quot;
  for(i in 1:length(style_list)){
    if(&amp;quot;featureType&amp;quot; %in% names(style_list[[i]])){
      style_string &amp;lt;- paste0(style_string, &amp;quot;feature:&amp;quot;, 
                             style_list[[i]]$featureType, &amp;quot;|&amp;quot;)      
    }
    elements &amp;lt;- style_list[[i]]$stylers
    a &amp;lt;- lapply(elements, function(x)paste0(names(x), &amp;quot;:&amp;quot;, x)) %&amp;gt;%
           unlist() %&amp;gt;%
           paste0(collapse=&amp;quot;|&amp;quot;)
    style_string &amp;lt;- paste0(style_string, a)
    if(i &amp;lt; length(style_list)){
      style_string &amp;lt;- paste0(style_string, &amp;quot;&amp;amp;style=&amp;quot;)       
    }
  }  
  # google wants 0xff0000 not #ff0000
  style_string &amp;lt;- gsub(&amp;quot;#&amp;quot;, &amp;quot;0x&amp;quot;, style_string)
  return(style_string)
}

style_string &amp;lt;- create_style_string(style_list)
mymap &amp;lt;- ggmap(get_googlemap(&amp;quot;chicago&amp;quot;, size=c(800,800), style=style_string), extent=&amp;quot;device&amp;quot;)
ggsave(filename=&amp;quot;pics/mymap.png&amp;quot;, width=8, height=8)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;/br&gt;
&lt;div align=&quot;center&quot;&gt;&lt;img src=&quot;http://i.imgur.com/WJEyxMC.jpg&quot; width=&quot;800&quot; align=&quot;middle&quot;/&gt;&lt;/div&gt;&lt;/br&gt;  &lt;/p&gt;

&lt;p&gt;I wrote the helper function &amp;ldquo;create_style_string&amp;rdquo; to take the style parameters given from Google as JSON, and create a string to use in the API request. Put that style_string in the &amp;ldquo;style&amp;rdquo; parameter in get_googlemap() and you get your map back.  &lt;/p&gt;

&lt;p&gt;The possibilities are endless to create maps with colored placenames, water, places of interest, etc. Very cool stuff.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6900250017351467980/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2015/05/creating-styled-google-maps-in-ggmap.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6900250017351467980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6900250017351467980'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2015/05/creating-styled-google-maps-in-ggmap.html' title='Creating Styled Google Maps in ggmap'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6177425546314004010</id><published>2015-03-26T14:23:00.000-05:00</published><updated>2015-03-26T14:23:34.115-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CRAN"/><category scheme="http://www.blogger.com/atom/ns#" term="fitbit"/><category scheme="http://www.blogger.com/atom/ns#" term="fitbitScraper"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>fitbitScraper 0.1.2 Now on CRAN</title><content type='html'>&lt;p&gt;I&amp;#39;ve updated the &lt;a href=&quot;http://cran.r-project.org/web/packages/fitbitScraper/index.html&quot;&gt;fitbitScraper&lt;/a&gt; to 0.1.2 with the help of a friend that gave me access to his fitbit account so I could work out the heart rate API endpoints (thanks Shane!). This is a package that enables you to read daily or intraday data from &lt;a href=&quot;https://www.fitbit.com&quot;&gt;Fitbit&lt;/a&gt; into R for graphing and analysis.  &lt;/p&gt;

&lt;p&gt;Here&amp;#39;s some examples:  &lt;/p&gt;

&lt;p&gt;I&amp;#39;ll download all my steps for last Saturday, March 21, 2015, then make a graph similar to how it appears on the fitbit dashboard. As you can see, I spent some time playing basketball in the morning and pretty much took it easy the rest of the day.  Note that the function name has changed to get_intraday_data() from get_15_min_data() in version 0.1.1.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;# install.packages(&amp;quot;fitbitScraper&amp;quot;)  
library(&amp;quot;fitbitScraper&amp;quot;)
# just reading from file to hide pw and to make .Rmd document to work...
creds &amp;lt;- readLines(&amp;quot;pw.txt&amp;quot;)
cookie &amp;lt;- login(email=creds[1], password=creds[2]) 
df &amp;lt;- get_intraday_data(cookie, what=&amp;quot;steps&amp;quot;, date=&amp;quot;2015-03-21&amp;quot;)  
library(&amp;quot;ggplot2&amp;quot;)  
ggplot(df) + geom_bar(aes(x=time, y=steps, fill=steps), stat=&amp;quot;identity&amp;quot;) + 
             xlab(&amp;quot;&amp;quot;) +ylab(&amp;quot;steps&amp;quot;) + 
             theme(axis.ticks.x=element_blank(), 
                   panel.grid.major.x = element_blank(), 
                   panel.grid.minor.x = element_blank(), 
                   panel.grid.minor.y = element_blank(), 
                   panel.background=element_blank(), 
                   panel.grid.major.y=element_line(colour=&amp;quot;gray&amp;quot;, size=.1), 
                   legend.position=&amp;quot;none&amp;quot;) 
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; title=&quot;plot of chunk unnamed-chunk-1&quot; alt=&quot;plot of chunk unnamed-chunk-1&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;Now, let&amp;#39;s take a look at the heart rate data. This is Shane&amp;#39;s data&amp;hellip; I have no idea what he was doing on this day. Note that whereas intraday data for steps is given in 15 minute intervals, fitbit provides the heart rate data in 5 minute intervals.   &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;# just reading from file to hide pw and to make .Rmd document to work...
creds &amp;lt;- readLines(&amp;quot;pw2.txt&amp;quot;)
cookie &amp;lt;- login(email=creds[1], password=creds[2]) 
df &amp;lt;- get_intraday_data(cookie, what=&amp;quot;heart-rate&amp;quot;, date=&amp;quot;2015-03-20&amp;quot;)
library(&amp;quot;ggplot2&amp;quot;)  
ggplot(df) + geom_bar(aes(x=time, y=`heart-rate`, fill=`heart-rate`,
                          colour=`heart-rate`), stat=&amp;quot;identity&amp;quot;) + 
             xlab(&amp;quot;&amp;quot;) +ylab(&amp;quot;heart-rate&amp;quot;) + 
             theme(axis.ticks.x=element_blank(), 
                   panel.grid.major.x = element_blank(), 
                   panel.grid.minor.x = element_blank(), 
                   panel.grid.minor.y = element_blank(), 
                   panel.background=element_blank(), 
                   panel.grid.major.y=element_line(colour=&amp;quot;gray&amp;quot;, size=.1), 
                   legend.position=&amp;quot;none&amp;quot;) 
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img 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&quot; title=&quot;plot of chunk unnamed-chunk-3&quot; alt=&quot;plot of chunk unnamed-chunk-3&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;And finally, the daily heart rate data comes with three data points for each day. Zone1, zone2, and zone3 presumably represent the time in a given heart rate zone. I suspect they correspond to &amp;ldquo;fat burn zone&amp;rdquo;, &amp;ldquo;cardio zone&amp;rdquo;, and &amp;ldquo;peak zone&amp;rdquo; respectively. More information on fitbit heart rate zones is available &lt;a href=&quot;http://help.fitbit.com/articles/en_US/Help_article/Heart-rate-FAQs&quot;&gt;here&lt;/a&gt;.    &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;# just reading from file to hide pw and to make .Rmd document to work...
creds &amp;lt;- readLines(&amp;quot;pw2.txt&amp;quot;)
cookie &amp;lt;- login(email=creds[1], password=creds[2]) 
df &amp;lt;- get_daily_data(cookie, what=&amp;quot;getTimeInHeartRateZonesPerDay&amp;quot;, 
                     start_date=&amp;quot;2015-02-17&amp;quot;, end_date=&amp;quot;2015-02-23&amp;quot;)
library(&amp;quot;reshape&amp;quot;)
df &amp;lt;- melt(df, id=&amp;quot;time&amp;quot;, variable_name=&amp;quot;zone_num&amp;quot;)
library(&amp;quot;ggplot2&amp;quot;)  
ggplot(df) + geom_bar(aes(x=time, y=value, fill=zone_num), 
                      position=position_dodge(), stat=&amp;quot;identity&amp;quot;) + 
             xlab(&amp;quot;Date&amp;quot;) +ylab(&amp;quot;Minutes in Zone&amp;quot;) + 
             theme(axis.ticks.x=element_blank(), 
                   panel.grid.major.x = element_blank(), 
                   panel.grid.minor.x = element_blank(), 
                   panel.grid.minor.y = element_blank(), 
                   panel.background=element_blank(), 
                   panel.grid.major.y=element_line(colour=&amp;quot;gray&amp;quot;, size=.1)) 
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqwAAAFoCAMAAACljVk9AAACwVBMVEUAAAAAujgBAQECAgIDAwMEBAQGBgYHBwcICAgJCQkKCgoLCwsMDAwNDQ0ODg4PDw8QEBASEhITExMUFBQWFhYXFxcYGBgZGRkbGxscHBwdHR0eHh4fHx8hISEiIiIkJCQlJSUmJiYnJycoKCgpKSkrKysuLi4vLy8wMDAxMTEyMjIzMzM3Nzc4ODg5OTk6Ojo7Ozs8PDw9PT0+Pj4/Pz9AQEBBQUFCQkJDQ0NERERFRUVGRkZHR0dKSkpLS0tMTExOTk5PT09QUFBRUVFTU1NUVFRVVVVWVlZXV1dYWFhaWlpbW1tcXFxdXV1fX19gYGBhYWFhnP9iYmJjY2NkZGRlZWVmZmZnZ2doaGhpaWlqampra2tsbGxubm5vb29wcHBxcXF0dHR3d3d5eXl6enp7e3t9fX1+fn5/f3+AgICBgYGDg4OEhISFhYWGhoaHh4eIiIiJiYmKioqLi4uOjo6Pj4+QkJCRkZGSkpKTk5OUlJSVlZWWlpaXl5eYmJiZmZmampqbm5ucnJydnZ2enp6fn5+goKChoaGioqKjo6OkpKSlpaWmpqanp6eoqKipqamqqqqrq6usrKytra2urq6vr6+wsLCxsbGysrKzs7O0tLS1tbW2tra3t7e5ubm6urq7u7u8vLy9vb2+vr6/v7/AwMDBwcHB7s/CwsLDw8PExMTFxcXGxsbG8NPHx8fIyMjJycnKysrLy8vMzMzM8dfNzc3Ozs7Pz8/Q0NDR0dHS0tLT09PU1NTV1dXW1tbX19fY2Nja2trb29vc3Nzd3d3e3t7f39/g4ODh4eHi4uLj4+Pk5OTl5eXm5ubn5+fo6Ojp6enq6urr6+vs7Ozt7e3u7u7v7+/w8PDx8fHy8vLz8/P09PT19fX29vb39/f4dm34e3P4fHT4f3f4+Pj5+fn6+vr7+/v8/Pz9/f3+/v7////rBkvKAAAACXBIWXMAAAsSAAALEgHS3X78AAARCklEQVR4nO3d/3+V5X3H8bjhUAJGsbpupltL19IWom4t4sDZL0Zr14n9Yr+srlsn3UqlE9uVOdiiS0K+AKYkIlWbIMRIJh09oCkxVAJTQqQE0ACJshD2hZDkXH/FzrkPsTnkHE4+577u67qv+7yeP9wkgG+vE16Pw/GYnBQpwBFFtg8ATBexwhnECmcQK5xBrHAGscIZxApnECucQaxwBrHCGcQKZxArnEGscAaxwhnECmcQK5xBrHAGscIZxApnECucQaxwBrHCGcQKZxArnEGscAaxwhnECmdENdb/zsT2oeAPscIZxApnECucQaxwBrHCGcQKZxArnEGscAaxwhnECmcQK5xBrHAGscIZxApnECucQaxwBrHCGcQKZxArnEGscAaxwhnECmcQK5xBrHAGscIZxApnECucQaxwBrHCGcQKZxArnEGscAaxwhnZYz33YxVvqdtw1rsYPJEexBpB2WNt+YHqaVSd272LwRPpQawRlDXWvi1rVNsu1V/tXUweSQtijaBssY7XDa1Rzd1qZK13SfzMz5999tkDw67IGKvtQxUEC7HGOlTinjWWvGeNpe5Z9+3cufPNUVdkjNX2oQqChVifrl//gw2HNqt927xLgCcIBg8DIugyT12tUfHmhoYh72LuQJoQawTxPCucQaxwBrHCGcQKZxArnEGscAaxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oAGxmtmBBsRqZgcaEKuZHWhArGZ2oEG2WEeerK0ajLfUbTjrXYyeSQdijaBssb6yXXW29DSqzu3exeiZdCDWCLo01rETce/HE4Pxrta2Xaq/2ruYP5hPxBpB6bEeu7342t6FPd7bG1cNNHerkbXeJfH+hkcffbT9jCsyRmZxp3AYi3Xpg+dKx7+3OPHW8JjqrW+LJe9ZY6l71jMDAwPDAZ5EL+5ZIyg91qsHVakamJV4q6VT/brm0Ga1b5t3sXI2P4g1gtJj/ehziVhf+EjirXeqqiqPx5sbGoa8i53D+UCsEZQe64655XOWXb/V0ll0ItYIuuTZgFO1KyuP2zmJXsQaQfwfLDM70CA91tab5yVZOotOxBpB6bHe9NBrBxMsnUUnYo2g9Fh/150nUnMg1ghKj/UfV41aOoduxBpB6bHeWjznQzxmDWIHGqTHejDF0ll0ItYImvpZV9F4IECs4bCsqKioYvi+khu+ryqv+nzxZ0ffuqN4wT7vl1Lvr75BHSx6dc01i0u+84niH15+LD3Wt+65ctaV5W8HdXKDiDUcLgzf/f6jP5y1u65oR2XRUzVFex+cf/LPy7xfSr1/Mdaitgd+a8cDv3/5sfRYP/ulfnXy/s8FdXKDiDUkvju7S933KTV+1b9UzlJHi3YuKplXeuNY8ldS7ydiPZCI9Tq1+n0q8fZlpcc6ZyBxOX1NUAc3iFjDofK3nz43+mjxntrEPWtxMs4Hyv5ra0Xql7z3H5+xZ0Ui1rnJUmWxfrA1cWnl2QD9O4VqQeIx68rhv7jmhpUX4+xbNLvsZ94vpd4/MX/2XfnF2lRy/4r7S54K6uQGEWsEXfJsQM/qh1YfsnMSvYg1xA4tS2oQ/3OTY515r/cFNINR+EwsYo2gyWEW3TLvNUWsgexAg7RYT/397HpiDWSnUGn94KXFOqi2zv36OWINYKdQBRmrOlL28b3Eqn+nUAUaqxr562Ji1b9TqAKLtWnE++Gpe30dLxyINRwCizVKiDUcpv/BW9mUc4xYzewUqul+8MY+OYNYidWuTB+8TeXls/e8e9eS27qbvnLfrc+c/2LZojfio8uJlVjtyvzBq/yWemSFaruzaXF8zz0Vf6teXqrU30lj5XUDjO4UQPUZb/NLSy+o+1vV+Q83rVS95X+1dNmyT+cRK68bYHSnQGPtXXhSqX/4vmr7s6ZViVgfW6P6avKIldcNMLpToLHe8/Hy8u3vfG7Jom4v1rN3//FdsTxi5XUDjO4UaKx543UDLO4QqwyvG2Bxh1hleOrK4g6xyqR9pcDGefN46srgTgHE+r//d4n/8TE2Odatx3gYYHSnAGK9YgofYzwMsLhDrDLEanGHWGWI1eIOscpcEusbI+fWVo74Ol44EGs4BBjrwzNP/uhjC77m73yhQKzhEGCs170a/0BX73X+zhcKxBoO04115PO3LXg511h6rCW9XaXxo7O1HNMuYg2H6ca68SuqoyzXWHqs3/zQH/74yPzPaDmmXcQaDplizfSVAh0HVO/NucbSYx1tahg9/KN3Azu6OcQaDpnvWTN9pcDLn2jJNTb1ewrEAzm0acQaDhljzfCVAvHv/klXzrH0WI/dXnxt78KegA5uErGGQ6ZYM32lwKZ7p/GZ1OmxLn3wXOn49xYHdHCTiDUcMsWa6SsFvlo6f/6nc42lx3r1oCpVA7OCOrlBxBoOAT7P+tHnErG+8BF/5wsFYg2HAGPdMbd8zrLrt/o7XygQazgEGOvQqdqVlceH/J0vFIg1HAKLdXT0ptGEgTl+TxgCxBoOv/jlJf7dx9jkWGfMKJqR9AW/JwwBYg2HL0/hYyz9YcCS994aa6x9oi/eUrfhrHfx8W+wg1jDIcBYf+NXP1XHKnsaVed27+Lj32AHsYZDgLEuTEm8daxfDVa17VL91d4l8TOH9+/f3+/n3EYRazgEGGssFtvV+KlG7+2+x19v7lYja71L4v2tdXV1HWdckbGNsO3kMxR6xmL1nJ6fuMRb151QbbHkPWssdc/qFu5Zw2G6sQ595rZbenONZYi1K/nU1f6mcaUObVb7tnkXn0c2j1jDYbqxVjykqr+da2zqY9YFV/5N4q1nVldUbIw3NzQMeRcd5zaKWMMhU6yZPvm66814/fJcY1Mes8ZiB6PwGa3EGg6Z71kzffL1nSWHc43xugEWdwo11gyffD1wQb24NNcY31PA4k6Bxprpk6+/vU7tWpRrjO8pYHGnQGPN9MnXR265ZeHeXGN8TwGLOwUaa974ngIWd4hVhu8pYHGHWGX4ngIWd4hVJmxPXTkRma4dYpUJ2/cUcCIyXTsFEKtWYfueAk5EpmuHWGUmx9o7wdppHIlM1w6xykyOtWjm3BRrp3EkMl07xCozOda//L3bK05YO0mKE5Hp2iFWmbRnA8Z3fucPPvnPfbbOkuREZLp2iFXm0qeu4h3L5+V8UdcAORGZrh1ilbk01gvPf+3GP7VykhQnItO1Q6wyabGObP3qjXdUnbR1liQnItO1Q6wyk2P90o131py2dpIUJyLTtWMx1rCdZ1rSnrq6sjjF2mkciUzXDrHKTI71xARrp3EkMl07xCrDJ7JY3CFWGWK1uEOsMsRqcYdYZYjV4g6xyhCrxR1ilSFWizvEKkOsFneIVYZYLe4QqwyxWtwhVhlitbhDrDLEanGHWGWI1eIOscoQq8UdYpUhVos7xCpDrBZ3iFWGWC3uEKsMsVrcIVYZYrW4Q6wyxGpxh1hliNXiDrHKaIpV220vqB1ilSFWizvEKkOsFneIVYZYLe4QqwyxWtwhVhlitbhDrDLEanGHWGWI1eJOHkNh2zGKWC3uEKsMsVrcIVYZYrW4Q6wyxGpxh1hlssfa3q3iLXUbznqXXDPabntB7RCrTLZYx9c93K16GlXndu+Sa0bbbS+oHWKVyRZrfLy1W7XtUv3V3iXXjLbbXlA7xCqT/WHAC92quVuNrPUuiffbGhsbu85kkfm2Z/vdl1FQO3kMhW1nKluxtsWS96yx1D3rf3Z0dBzP9psz3/Y8zlNQO9yzylw21kOb1b5t3iXXjLbbXlA7xCpz2VjjzQ0NQ94l14y2215QO8Qqw/OsFneIVYZYLe4QqwyxWtwhVhlitbhDrDLEanGHWGWI1eIOscoQq8UdYpUhVos7xCpDrBZ3iFWGWC3uEKsMsVrcIVYZYrW4Q6wyxGpxh1hliNXiDrHKEKvFHWKVIVaLO8QqQ6wWd4hVhlgt7hCrDLFa3CFWGWK1uEOsMsRqcYdYZYjV4g6xyhCrxR1ilSFWizvEKkOsFneIVYZYLe4QqwyxWtwhVhlitbhDrDLEanGHWGWI1eIOscoQq8UdYpUhVos7xCpDrBZ3iFWGWC3uEKsMsVrcIVYZYrW4Q6wyxGpxh1hliNXiDrHKEKvFHWKVIVaLO8QqQ6wWd4hVhlgt7hCrDLFa3CFWGWK1uEOsMsRqcYdYZYjV4g6xyhCrxR1ilQk01isykg/pOlDYdohVhljz2NF1u4hVhljz2CFWO4g1jx1tsYZtR/zhMYtY89ghVjuINY8dYrXDiVijukOsMrljjbfUbTib6zcJPoYRiIxY7cgda0+j6tye6zcJPoYRiCyyscp3jModa9su1V+d+PH88PDwaLbfJLjtEYhM1w6xyuSOtblbjaxN/Fi9YsWK1jNZCG77Fdk2sg9FdSfzkFM7U1mNtS2WumcFLMsd66HNat82AycBcpjGswHNDQ1DBk4C5KDpeVYgeMQKZxArnEGscAaxwhnECmcQK5xBrHAGscIZxApnECucQaxwBrHCGcQKZxArnEGscAaxwhnECmcEFuvpR6qrq2Pem+0HJ36yvVv9vKKiYrWGnbGnKqsHdBxodHN9/bv+dsYaa5/om9aLgUxjxzuUhp2LY753Rp6srRqUHCg4wcVa896bE7d9fN3D3h9D7/Madg5sUfue03Gg3dtUl2Qow86vfqqOVU7rxUCmsTPxUfK741007LyyXXW2SA4UnIBjHd1cWXO6fdOT/3Y48U58vDX5xzC2/ryGnZ6fjO8RfdFttqFnD6p3KvztHOtXg1UTLwbid+fiR8n3jnfRsHNiMN7VKjlQcIKLdVVNTc3wK8+rvvr2LerUWu8nX0j+McRe07EzXvlPj0j+9s46tLtZ7X7M707f469PvBiI352LHyUNO95Fw87GVaLHW8EJ+J61uX7Llo3te5VaHU++m/xjiD8xpmNnZ1v8SK2OodHm9dvk94hpO/HWdSfELwaSbUcca5adi2O+d4bHVG+9ZCg4Ace6e49699X2p9XJ1F+0yT+GtzZp2Xl+jzol+ds761Df6+rATn87+5vG5S8Gkm0nv1in7lwc873T0ql+XZPjnzUk4FgvbKr+ydH2pzdUHfV+MvnH0NalZWeovvqJN3UMnd20fssFfzvPrK6o2Ch9MZBsO/nFOnXn4pjvnXeqqiqPSw4UHJ5nhTOIFc4gVjiDWOVKiopmlr34m/dnZH2NZWhFrHIlLw2+uaa44733idUQYpUreTVxWX63Uv/6/qvKXldLim4aap8/646Q/CdzhBGrnBfrf3xAvf07O04u+0bynvXUdc8MfOt22+eKPGKV82J9Y6YaPqzOL783GWttuVLnimVPwkOMWOUm7lnHHym7dbEX68o5paWl14r+7ybkiFVu4jHrpgVvq3ov1splSo33xm0fLOqIVa7kpcEja4v3qsdu7t+1YMmYmjFw7PoXB1cstH2uyCNWueTzrAtfVGpg8dVlLaXr1RfmDLX80dW3HbJ9rsgjVjiDWOEMYoUziBXOIFY4g1jhDGKFM4gVziBWOINY4QxihTP+H5IuDvh+wOWsAAAAAElFTkSuQmCC&quot; title=&quot;plot of chunk unnamed-chunk-4&quot; alt=&quot;plot of chunk unnamed-chunk-4&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;I&amp;#39;d love to work out the details for the GPS in the &lt;a href=&quot;https://www.fitbit.com/surge&quot;&gt;fitbit Surge&lt;/a&gt;. Unfortunately, I don&amp;#39;t have one. If you are interested in working with me on integrating that data into the package, hit me up&amp;hellip; &lt;a href=&quot;mailto:corynissen@gmail.com&quot;&gt;corynissen@gmail.com&lt;/a&gt;  &lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6177425546314004010/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2015/03/fitbitscraper-012-now-on-cran.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6177425546314004010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6177425546314004010'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2015/03/fitbitscraper-012-now-on-cran.html' title='fitbitScraper 0.1.2 Now on CRAN'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-3492041578096935418</id><published>2015-01-22T20:52:00.000-06:00</published><updated>2015-04-08T07:59:11.980-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="fitbit"/><category scheme="http://www.blogger.com/atom/ns#" term="hack"/><category scheme="http://www.blogger.com/atom/ns#" term="httr"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>R Package to Download Fitbit Data</title><content type='html'>&lt;p&gt;Edit 4/8/2015: Updated to use newer functions&amp;hellip;&lt;br/&gt;
Edit 3/26/2015: fitbitScraper 0.1.2 is now on &lt;a href=&quot;http://cran.r-project.org/web/packages/fitbitScraper/&quot;&gt;CRAN&lt;/a&gt; with new heart rate data capabilities.&lt;br/&gt;
Edit 2/2/2015: fitbitScraper 0.1.1 is now on &lt;a href=&quot;http://cran.r-project.org/web/packages/fitbitScraper/&quot;&gt;CRAN&lt;/a&gt;  &lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://www.fitbit.com&quot;&gt;Fitbit&lt;/a&gt; is a device that tracks your daily activity. It&amp;#39;s basically a pedometer, but it does a little more. It has an altimeter, so it can count flight of stairs climbed. It can detect your sleeping activity and give you a read on how often you are tossing and turning. Any how, I received a &lt;a href=&quot;https://www.fitbit.com/one&quot;&gt;Fitbit One&lt;/a&gt; for Christmas and have been unexpectedly into this thing. I absolutely did not expect to be motivated by monitoring my fitness activity. It&amp;#39;s been fun. &lt;/p&gt;

&lt;p&gt;The problem is that Fitbit doesn&amp;#39;t allow you to export your data under their &amp;ldquo;free&amp;rdquo; data tracking tier. It costs $50 a month to upgrade to &amp;ldquo;premium&amp;rdquo; to allow for data export. It&amp;#39;s my data, I should be able to get it. So, I made an R package to do just that. &lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://github.com/corynissen/fitbitScraper&quot;&gt;fitbitScraper&lt;/a&gt; is my new R package, hosted on Github for now, to download Fitbit data. It uses the internal API that fitbit uses to populate your dashboard. Here, they give data as granular as every 15 minutes. Also, there&amp;#39;s daily aggregate data available. Basically, the package logs into fibit.com using your email / password, and is returned a cookie. Using that cookie, the internal API is accessible. For the time being, I can only get that cookie if you use email / password to login. Facebook and Google login are available, but I haven&amp;#39;t put any effort into figuring out how to get a cookie if one of those methods are used to login. One could copy and paste their cookie information into R and use this package that way&amp;hellip;&lt;/p&gt;

&lt;p&gt;Here&amp;#39;s a quick example of downloading and graphing step data for a given day. On this particular day, I played basketball from about 6am until 9am. &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;install.packages(&amp;quot;fitbitScraper&amp;quot;)  
library(&amp;quot;fitbitScraper&amp;quot;)
# just reading from file to hide pw and to make .Rmd document to work...
mypassword &amp;lt;- readLines(&amp;quot;pw.txt&amp;quot;)
cookie &amp;lt;- login(email=&amp;quot;corynissen@gmail.com&amp;quot;, password=mypassword) 
df &amp;lt;- get_intraday_data(cookie, what=&amp;quot;steps&amp;quot;, date=&amp;quot;2015-01-10&amp;quot;)  
library(&amp;quot;ggplot2&amp;quot;)  
ggplot(df) + geom_bar(aes(x=time, y=steps, fill=steps), stat=&amp;quot;identity&amp;quot;) + 
             xlab(&amp;quot;&amp;quot;) +ylab(&amp;quot;steps&amp;quot;) + 
             theme(axis.ticks.x=element_blank(), 
                   panel.grid.major.x = element_blank(), 
                   panel.grid.minor.x = element_blank(), 
                   panel.grid.minor.y = element_blank(), 
                   panel.background=element_blank(), 
                   panel.grid.major.y=element_line(colour=&amp;quot;gray&amp;quot;, size=.1), 
                   legend.position=&amp;quot;none&amp;quot;) 
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; title=&quot;plot of chunk unnamed-chunk-1&quot; alt=&quot;plot of chunk unnamed-chunk-1&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;Here&amp;#39;s an example of the daily data. &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;df &amp;lt;- get_daily_data(cookie, what=&amp;quot;steps&amp;quot;, start_date=&amp;quot;2015-01-13&amp;quot;, end_date=&amp;quot;2015-01-20&amp;quot;)  
library(&amp;quot;ggplot2&amp;quot;)  
ggplot(df) + geom_bar(aes(x=time, y=steps), stat=&amp;quot;identity&amp;quot;) + 
             xlab(&amp;quot;&amp;quot;) +ylab(&amp;quot;steps&amp;quot;) + 
             theme(axis.ticks.x=element_blank(), 
                   panel.grid.major.x = element_blank(), 
                   panel.grid.minor.x = element_blank(), 
                   panel.grid.minor.y = element_blank(), 
                   panel.background=element_blank(), 
                   panel.grid.major.y=element_line(colour=&amp;quot;gray&amp;quot;, size=.1), 
                   legend.position=&amp;quot;none&amp;quot;) 
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; title=&quot;plot of chunk unnamed-chunk-2&quot; alt=&quot;plot of chunk unnamed-chunk-2&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;I have to give a should out to &lt;a href=&quot;http://eric-blue.com/projects/fitbit/&quot;&gt;this guy&lt;/a&gt; for inspiration. I don&amp;#39;t know perl, so I couldn&amp;#39;t really use anything here, but it gave me confidence that I could figure it out. &lt;/p&gt;

&lt;p&gt;I hope this is of some use to some of you R hackers out there&amp;hellip; &lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/3492041578096935418/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2015/01/r-package-to-download-fitbit-data.html#comment-form' title='28 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/3492041578096935418'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/3492041578096935418'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2015/01/r-package-to-download-fitbit-data.html' title='R Package to Download Fitbit Data'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>28</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-5156343552938995109</id><published>2015-01-08T09:36:00.000-06:00</published><updated>2016-04-25T15:54:47.913-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Hadley"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><category scheme="http://www.blogger.com/atom/ns#" term="rvest"/><title type='text'>Using rvest to Scrape an HTML Table</title><content type='html'>&lt;p&gt;I recently had the need to scrape a table from wikipedia. Normally, I&amp;#39;d probably cut and paste it into a spreadsheet, but I figured I&amp;#39;d give Hadley&amp;#39;s &lt;a href=&quot;http://cran.r-project.org/web/packages/rvest/index.html&quot;&gt;rvest package&lt;/a&gt; a go. &lt;/p&gt;

&lt;p&gt;The first thing I needed to do was browse to the desired &lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_U.S._states_and_territories_by_population&quot;&gt;page&lt;/a&gt; and locate the table. In this case, it&amp;#39;s a table of US state populations from wikipedia. Rvest needs to know what table I want, so (using the Chrome web browser), I right clicked and chose &amp;ldquo;inspect element&amp;rdquo;. This splits the page horizonally. As you hover over page elements in the html on the bottom, sections of the web page are highlighted on the top.&lt;br/&gt;
&lt;img src=&quot;http://i.imgur.com/lGzkoOj.png&quot; style=&quot;width:600px;display: block; margin: 0 auto;&quot;&gt;  &lt;/p&gt;

&lt;p&gt;Hovering over the blue highlighted line will cause the table on top to be colored blue. This is the element we want. I clicked on this line, and choose &amp;ldquo;copy XPath&amp;rdquo;, then we can move to R.&lt;br/&gt;
&lt;img src=&quot;http://i.imgur.com/iYJfTSd.png&quot; style=&quot;width:600px;display: block; margin: 0 auto;&quot;&gt;  &lt;/p&gt;

&lt;p&gt;First step is to install rvest from CRAN.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;install.packages(&amp;quot;rvest&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Then we it&amp;#39;s pretty simple to pull the table into a dataframe. Paste that XPath into the appropriate spot below.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(&amp;quot;rvest&amp;quot;)
url &amp;lt;- &amp;quot;http://en.wikipedia.org/wiki/List_of_U.S._states_and_territories_by_population&amp;quot;
population &amp;lt;- url %&amp;gt;%
  html() %&amp;gt;%
  html_nodes(xpath=&amp;#39;//*[@id=&amp;quot;mw-content-text&amp;quot;]/table[1]&amp;#39;) %&amp;gt;%
  html_table()
population &amp;lt;- population[[1]]

head(population)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;##   Rank in\nthe Fifty\nStates,\n2014
## 1                           !000001
## 2                           !000002
## 3                           !000003
## 4                           !000004
## 5                           !000005
## 6                           !000006
##   Rank in all\nstates\n&amp;amp; terri-\ntories,\n2010 State or territory
## 1                                      !000001         California
## 2                                      !000002              Texas
## 3                                      !000004            Florida
## 4                                      !000003           New York
## 5                                      !000005           Illinois
## 6                                      !000006       Pennsylvania
##   Population estimate for\nJuly 1, 2014 Census population,\nApril 1, 2010
## 1                            38,802,500                        37,253,956
## 2                            26,956,958                        25,145,561
## 3                            19,893,297                        18,801,310
## 4                            19,746,227                        19,378,102
## 5                            12,880,580                        12,830,632
## 6                            12,787,209                        12,702,379
##   Census population,\nApril 1, 2000 Seats inU.S. House,\n2013–2023
## 1                        33,871,648                        !000053
## 2                        20,851,820                        !000036
## 3                        15,982,378                        !000027
## 4                        18,976,457                        !000027
## 5                        12,419,293                        !000018
## 6                        12,281,054                        !000018
##   Presi-\ndential\nElectors\n2012–\n2020
## 1                                !000055
## 2                                !000038
## 3                                !000029
## 4                                !000029
## 5                                !000020
## 6                                !000020
##   2014 Estimated pop.\nper\nHouse seat
## 1                              732,123
## 2                              748,804
## 3                              736,789
## 4                              731,342
## 5                              715,588
## 6                              710,401
##   2010 Census pop.\nper\nHouse\nseat[4] 2000 Census pop.\nper\nHouse\nseat
## 1                               702,905                            639,088
## 2                               698,487                            651,619
## 3                               696,345                            639,295
## 4                               717,707                            654,361
## 5                               712,813                            653,647
## 6                               705,688                            646,371
##   Percent\nof total\nU.S. pop.,\n2014[5]
## 1                                 12.17%
## 2                                  8.45%
## 3                                  6.24%
## 4                                  6.19%
## 5                                  4.04%
## 6                                  4.01%
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;There&amp;#39;s some work to be done on column names, but this is a pretty pain free way to scrape a table. As usual, a big shout out to &lt;a href=&quot;https://twitter.com/hadleywickham&quot;&gt;Hadley Wickham&lt;/a&gt; for making this so easy for us.  &lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/5156343552938995109/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2015/01/using-rvest-to-scrape-html-table.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/5156343552938995109'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/5156343552938995109'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2015/01/using-rvest-to-scrape-html-table.html' title='Using rvest to Scrape an HTML Table'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6456396703408645197</id><published>2014-11-06T14:07:00.000-06:00</published><updated>2014-11-06T14:07:05.737-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CRAN"/><category scheme="http://www.blogger.com/atom/ns#" term="geocode"/><category scheme="http://www.blogger.com/atom/ns#" term="HERE"/><category scheme="http://www.blogger.com/atom/ns#" term="Nokia"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>geocodeHERE 0.1 is on CRAN</title><content type='html'>&lt;p&gt;In my &lt;a href=&quot;http://blog.corynissen.com/2014/10/making-r-package-to-use-here-geocode-api.html&quot;&gt;previous blog post&lt;/a&gt;, I detailed how I created my first R package called &lt;a href=&quot;https://github.com/corynissen/geocodeHERE&quot;&gt;geocodeHERE&lt;/a&gt;. This package is a convenient wrapper for &lt;a href=&quot;https://developer.here.com/geocoder&quot;&gt;Nokia&amp;#39;s HERE geocoding API&lt;/a&gt;. The cool thing about this API is that it allows for bulk geocoding. So, instead of doing n API calls to geocode n addresses, you can do it with just a couple API calls. Also, you can run 10,000 API calls per day vs. Google&amp;#39;s 2,500.  &lt;/p&gt;

&lt;p&gt;Any how, I went through the process to submit the package to &lt;a href=&quot;http://cran.r-project.org&quot;&gt;CRAN&lt;/a&gt; and it was accepted. It took me 3 attempts, but I did it and it should be replicated across the mirrors by now. You can check it out on &lt;a href=&quot;http://cran.r-project.org/web/packages/geocodeHERE/&quot;&gt;CRAN here&lt;/a&gt;. &lt;/p&gt;

&lt;p&gt;Here&amp;#39;s how it works, starting with downloading and installing the package (you&amp;#39;ll need the &lt;a href=&quot;http://cran.r-project.org/web/packages/httr/index.html&quot;&gt;httr package&lt;/a&gt; installed)&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;install.packages(&amp;quot;geocodeHERE&amp;quot;, repo=&amp;quot;http://cran.rstudio.com&amp;quot;,
                 dependencies=TRUE)  
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## Installing package into ‘/home/c/R/x86_64-pc-linux-gnu-library/3.1’
## (as ‘lib’ is unspecified)
## trying URL &#39;http://cran.rstudio.com/src/contrib/geocodeHERE_0.1.tar.gz&#39;
## ...
## * DONE (geocodeHERE)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Now, we can try to run some simple queries. Given an address or place name, it will return the latitude, longitude, or NA if it can&amp;#39;t find anything&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(geocodeHERE)  
geocodeHERE_simple(&amp;quot;wrigley field chicago IL&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## $Latitude
## [1] 41.95
## 
## $Longitude
## [1] -87.65
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;geocodeHERE_simple(&amp;quot;navy pier chicago IL&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## $Latitude
## [1] 41.94
## 
## $Longitude
## [1] -87.7
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;geocodeHERE_simple(&amp;quot;the bean chicago IL&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## [1] NA
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;That&amp;#39;s kinda boring though. There exists functions in other packages to do this same thing, namely &lt;a href=&quot;http://cran.r-project.org/web/packages/ggmap/index.html&quot;&gt;ggmap&lt;/a&gt;::geocode(). What&amp;#39;s interesting about Nokia HERE&amp;#39;s API is that you can do gecoding of many addresses in bulk.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;data(chicago_landmarks)
addresses &amp;lt;- chicago_landmarks[,&amp;quot;Address&amp;quot;]
# tack on &amp;quot;chicago IL&amp;quot; to the end of these addresses
addresses &amp;lt;- paste(addresses, &amp;quot;chicago IL&amp;quot;)
# make a dataframe with an id column so you can match the lat, lngs back
addresses_df &amp;lt;- data.frame(id=1:length(addresses), addresses=addresses)
str(addresses_df)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## &amp;#39;data.frame&amp;#39;:    375 obs. of  2 variables:
##  $ id       : int  1 2 3 4 5 6 7 8 9 10 ...
##  $ addresses: Factor w/ 374 levels &amp;quot;1001 W. Belmont Avenue chicago IL&amp;quot;,..: 127 149 160 161 345 290 312 206 318 203 ...
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;address_str &amp;lt;- df_to_string(addresses_df)
request_id &amp;lt;- geocodeHERE_batch_upload(address_string = address_str,
                                       email_address = &amp;quot;test@test.com&amp;quot;)
# wait about 15 seconds... status should go from &amp;quot;running&amp;quot; to &amp;quot;completed&amp;quot;
Sys.sleep(15)
geocodeHERE_batch_status(request_id)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## [1] &amp;quot;completed&amp;quot;
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;# download the data
geocode_data &amp;lt;- geocodeHERE_batch_get_data(request_id)
# match it back to your original addresses dataframe
addresses_df &amp;lt;- merge(addresses_df, geocode_data, by.x=&amp;quot;id&amp;quot;, by.y=&amp;quot;recId&amp;quot;, all.x=T)
str(addresses_df)
&lt;/code&gt;&lt;/pre&gt;

&lt;pre&gt;&lt;code&gt;## &amp;#39;data.frame&amp;#39;:    375 obs. of  16 variables:
##  $ id              : int  1 2 3 4 5 6 7 8 9 10 ...
##  $ addresses       : Factor w/ 374 levels &amp;quot;1001 W. Belmont Avenue chicago IL&amp;quot;,..: 127 149 160 161 345 290 312 206 318 203 ...
##  $ SeqNumber       : int  1 1 1 1 1 1 1 1 1 1 ...
##  $ seqLength       : int  1 1 1 1 1 1 1 1 1 1 ...
##  $ displayLatitude : num  41.9 41.9 41.9 41.9 41.8 ...
##  $ displayLongitude: num  -87.6 -87.6 -87.6 -87.6 -87.6 ...
##  $ houseNumber     : int  300 333 35 3600 NA 6901 860 4605 9326 4550 ...
##  $ street          : chr  &amp;quot;W Adams St&amp;quot; &amp;quot;N Michigan Ave&amp;quot; &amp;quot;E Wacker Dr&amp;quot; &amp;quot;N Halsted St&amp;quot; ...
##  $ district        : chr  &amp;quot;Loop&amp;quot; &amp;quot;Loop&amp;quot; &amp;quot;Loop&amp;quot; &amp;quot;Lake View&amp;quot; ...
##  $ city            : chr  &amp;quot;Chicago&amp;quot; &amp;quot;Chicago&amp;quot; &amp;quot;Chicago&amp;quot; &amp;quot;Chicago&amp;quot; ...
##  $ postalCode      : int  60606 60601 60601 60613 60637 60649 60611 60640 60643 60640 ...
##  $ county          : chr  &amp;quot;Cook&amp;quot; &amp;quot;Cook&amp;quot; &amp;quot;Cook&amp;quot; &amp;quot;Cook&amp;quot; ...
##  $ state           : chr  &amp;quot;IL&amp;quot; &amp;quot;IL&amp;quot; &amp;quot;IL&amp;quot; &amp;quot;IL&amp;quot; ...
##  $ country         : chr  &amp;quot;USA&amp;quot; &amp;quot;USA&amp;quot; &amp;quot;USA&amp;quot; &amp;quot;USA&amp;quot; ...
##  $ matchLevel      : chr  &amp;quot;houseNumber&amp;quot; &amp;quot;houseNumber&amp;quot; &amp;quot;houseNumber&amp;quot; &amp;quot;houseNumber&amp;quot; ...
##  $ relevance       : num  1 1 1 1 0.63 1 0.99 1 1 1 ...
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;All of the previous commands were done under the DEMO license keys. If you are going to use this a lot, it&amp;#39;s probably best to get your own API keys. You can do that &lt;a href=&quot;https://developer.here.com/get-started&quot;&gt;here&lt;/a&gt;.  &lt;/p&gt;

&lt;p&gt;If you have any questions, hit me up on &lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;twitter&lt;/a&gt; or shoot me an email at corynissen_AT_gmail.com&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6456396703408645197/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2014/11/geocodehere-01-is-on-cran.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6456396703408645197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6456396703408645197'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2014/11/geocodehere-01-is-on-cran.html' title='geocodeHERE 0.1 is on CRAN'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-7039903610728190289</id><published>2014-10-23T09:29:00.000-05:00</published><updated>2014-10-23T15:56:19.328-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="devtools"/><category scheme="http://www.blogger.com/atom/ns#" term="geocode"/><category scheme="http://www.blogger.com/atom/ns#" term="geocoding"/><category scheme="http://www.blogger.com/atom/ns#" term="Hadley"/><category scheme="http://www.blogger.com/atom/ns#" term="HERE"/><category scheme="http://www.blogger.com/atom/ns#" term="Nokia"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Making an R Package to use the HERE geocode API</title><content type='html'>&lt;p&gt;&lt;a href=&quot;http://developer.here.com&quot;&gt;HERE&lt;/a&gt; is a product by &lt;a href=&quot;http://company.nokia.com/en&quot;&gt;Nokia&lt;/a&gt;, formerly called Nokia maps and before that, Ovi maps. It&amp;#39;s the result of the acquisition of NAVTEQ in 2007 combined with &lt;a href=&quot;http://en.wikipedia.org/wiki/Plazes&quot;&gt;Plazes&lt;/a&gt; and &lt;a href=&quot;http://www.metacarta.com/&quot;&gt;Metacarta&lt;/a&gt;, among others. It has a geocoding API, mapping tiles, routing services, and &lt;a href=&quot;http://developer.here.com/rest-apis&quot;&gt;other things&lt;/a&gt;. I&amp;#39;m focused on the geocoding service. Under the &amp;ldquo;Base&amp;rdquo; license, you can run 10,000 geocoding requests per day. According to &lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_geocoding_systems&quot;&gt;wikipedia&lt;/a&gt;, that is the most among the free geocoding services. On top of that, HERE does bulk encoding where you submit a file of things to geocode and it returns a link to download a file of results. This sure beats making thousands of requests one at a time.  &lt;/p&gt;

&lt;p&gt;I figured coding up a quick function to use this service would be the perfect reason to build my first R package.  So, after &lt;a href=&quot;http://developer.here.com/get-started&quot;&gt;getting my HERE API keys&lt;/a&gt;, I fired up &lt;a href=&quot;http://cran.r-project.org/web/packages/devtools/index.html&quot;&gt;devtools&lt;/a&gt; and got started with the R package.  &lt;/p&gt;

&lt;p&gt;First, I had to install the latest version of &lt;a href=&quot;http://cran.r-project.org/web/packages/devtools/index.html&quot;&gt;devtools&lt;/a&gt; and &lt;a href=&quot;http://cran.r-project.org/web/packages/roxygen2/index.html&quot;&gt;roxygen2&lt;/a&gt;  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;install.packages(&amp;quot;devtools&amp;quot;, repos=&amp;quot;http://cran.rstudio.com/&amp;quot;)
install.packages(&amp;quot;roxygen2&amp;quot;, repos=&amp;quot;http://cran.rstudio.com/&amp;quot;)
library(devtools)
library(roxygen2)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Next, I chose a directory, and ran the create() function from devtools. This creates a package skeleton that contains the basic structure needed for an R package.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;devtools::create(&amp;quot;geocodeHERE&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Several files and directories are created after running create(). I moved over to the &amp;#39;R&amp;#39; directory and created a file called &amp;ldquo;geocodeHERE_simple.R&amp;rdquo;. I put my function to use the HERE geocoding API in there. This function was designed to be minimalist and similar to the &lt;a href=&quot;http://cran.r-project.org/web/packages/ggmap/index.html&quot;&gt;ggmap&lt;/a&gt; geocode() function.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;#&amp;#39; Attempt to geocode a string
#&amp;#39;
#&amp;#39; Enter a string and have latitude and longitude returned using the HERE API
#&amp;#39; @param search A string to search
#&amp;#39; @param App_id App_id to use the production HERE API. Get one here... http://developer.here.com/get-started. If left blank, will default to demo key with an unknown usage limit.
#&amp;#39; @param App_code App_code to use the production HERE API. Get one here... http://developer.here.com/get-started. If left blank, will default to demo key with an unknown usage limit.
#&amp;#39; @keywords geocode
#&amp;#39; @export
#&amp;#39; @examples
#&amp;#39; \dontrun{
#&amp;#39; geocodeHERE_simple(&amp;quot;chicago&amp;quot;)
#&amp;#39; geocodeHERE_simple(&amp;quot;wrigley field chicago IL&amp;quot;)
#&amp;#39; geocodeHERE_simple(&amp;quot;233 S Wacker Dr, Chicago, IL 60606&amp;quot;)
#&amp;#39; }
#&amp;#39; geocodeHERE_simple
geocodeHERE_simple &amp;lt;- function(search, App_id=&amp;quot;&amp;quot;, App_code=&amp;quot;&amp;quot;){
  if(!is.character(search)){stop(&amp;quot;&amp;#39;search&amp;#39; must be a character string&amp;quot;)}
  if(!is.character(App_id)){stop(&amp;quot;&amp;#39;App_id&amp;#39; must be a character string&amp;quot;)}
  if(!is.character(App_code)){stop(&amp;quot;&amp;#39;App_code&amp;#39; must be a character string&amp;quot;)}

  if(App_id==&amp;quot;&amp;quot; &amp;amp; App_code==&amp;quot;&amp;quot;){
    App_id &amp;lt;- &amp;quot;DemoAppId01082013GAL&amp;quot;
    App_code &amp;lt;- &amp;quot;AJKnXv84fjrb0KIHawS0Tg&amp;quot;
    base_url &amp;lt;- &amp;quot;http://geocoder.cit.api.here.com/6.2/geocode.&amp;quot;
  }else{
    base_url &amp;lt;- &amp;quot;http://geocoder.api.here.com/6.2/geocode.&amp;quot;
  }

  search &amp;lt;- RCurl::curlEscape(search)

  final_url &amp;lt;- paste0(base_url, format, &amp;quot;?app_id=&amp;quot;, ids$App_id, &amp;quot;&amp;amp;app_code=&amp;quot;,
                      ids$App_code, &amp;quot;&amp;amp;searchtext=&amp;quot;, search)

  response &amp;lt;- RCurl::getURL(final_url)
  response_parsed &amp;lt;- RJSONIO::fromJSON(response)
  if(length(response_parsed$Response$View) &amp;gt; 0){
    ret &amp;lt;- response_parsed$Response$View[[1]]$Result[[1]]$Location$DisplayPosition
  }else{
    ret &amp;lt;- NA
  }
  return(ret)
}
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Note the text on the top of the code. That is added in order to automatically create help documentation for the function. &lt;/p&gt;

&lt;p&gt;Now, if you look closely, I am using two other packages in that function&amp;hellip; &lt;a href=&quot;http://cran.r-project.org/web/packages/RCurl/index.html&quot;&gt;RCurl&lt;/a&gt; and &lt;a href=&quot;http://cran.r-project.org/web/packages/RJSONIO/index.html&quot;&gt;RJSONIO&lt;/a&gt;. Also, notice that I&amp;#39;m not making any library() calls. This must be done in the 
DESCRIPTION file that is automatically generated by create(). In addition to calling out what packages to import, you input the package name, author, description, etc.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;Package: geocodeHERE
Title: Wrapper for the HERE geocoding API
Version: 0.1
Authors@R: &amp;quot;Cory Nissen &amp;lt;corynissen@gmail.com&amp;gt; [aut, cre]&amp;quot;
Description: Wrapper for the HERE geocoding API
Depends:
    R (&amp;gt;= 3.1.1)
License: MIT
LazyData: true
Imports:
    RJSONIO,
    RCurl
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Then, I set my working directory to the package root and ran the document() function from devtools that automatically creates package documentation.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;setwd(&amp;quot;geocodeHERE&amp;quot;)
document()
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;From this point, you can upload your package to github and use install_github(), or use the install() function to install your package locally.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;setwd(&amp;quot;..&amp;quot;)
install()
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;As far as the HERE geocoding API goes, I find it pretty decent at doing &amp;ldquo;fuzzy matching&amp;rdquo;. That is, given a place name instead of an address, it does a good job of correctly returning the coordinates. The downside is that you must register for an API key, where Google does not require registration to use it&amp;#39;s geocoding service. But, you only get 2500 requests per day via Google, HERE offers 10,000 per day.  &lt;/p&gt;

&lt;p&gt;Any how, a big shout out to Hilary Parker for her &lt;a href=&quot;http://hilaryparker.com/2014/04/29/writing-an-r-package-from-scratch/&quot;&gt;blog post&lt;/a&gt; on creating an R package using devtools, &lt;a href=&quot;http://had.co.nz/&quot;&gt;Hadley Wickham&lt;/a&gt; for the devtools package (among others), and &lt;a href=&quot;http://www.rstudio.com/&quot;&gt;RStudio&lt;/a&gt; for the fantastic and free (and open source) &lt;a href=&quot;http://www.rstudio.com/products/RStudio/&quot;&gt;IDE for R&lt;/a&gt;.  &lt;/p&gt;

&lt;p&gt;The geocodeHERE package is available on &lt;a href=&quot;https://github.com/corynissen/geocodeHERE&quot;&gt;github&lt;/a&gt;. I&amp;#39;ll be adding bulk geocoding functionality as time permits. You can install the package with the following code:  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;devtools::install_github(&amp;quot;corynissen/geocodeHERE&amp;quot;)
library(geocodeHERE)
geocodeHERE_simple(&amp;quot;wrigley field chicago il&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/7039903610728190289/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2014/10/making-r-package-to-use-here-geocode-api.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/7039903610728190289'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/7039903610728190289'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2014/10/making-r-package-to-use-here-geocode-api.html' title='Making an R Package to use the HERE geocode API'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-3037442964272840948</id><published>2014-06-11T10:28:00.000-05:00</published><updated>2014-06-12T07:56:40.998-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="leaflet"/><category scheme="http://www.blogger.com/atom/ns#" term="pdf"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><category scheme="http://www.blogger.com/atom/ns#" term="rCharts"/><title type='text'>Visualizing Bus Stops with rCharts</title><content type='html'>I wanted to create a quick visualization of &lt;a href=&quot;http://www.district87.org/pages/Bloomington_School_District_87/Parents_and_Students/Bus_Routes/Bloomington_High_School&quot;&gt;Bloomington IL bus stops&lt;/a&gt;. This data is in pdf file format spread across multiple files. The first step, before any mapping can occur, is downloading those files, parsing them to get the bus stop locations and times.&lt;br /&gt;
&lt;br /&gt;
First, I need to get a list of all of the files. This was a little complicated by the fact that the URL for the buses didn&#39;t play nice with some of the usual html R tools (RCurl). Alas, &lt;a href=&quot;https://github.com/hadley/httr&quot;&gt;the httr package&lt;/a&gt; was the solution. First get the html dump, then look for a table with the id of&amp;nbsp;fsvItemsTable and make your way down the tree to get the hrefs for all of the files. I imagine there&#39;s a way to avoid the grep at the end of this snippet, but it works, so I stopped...&lt;br /&gt;
EDIT: The url to get the list of pdf files appears to show different content to different users. I&#39;ve uploaded all of the pdf files to the git repo, so if you wish to execute the code and this snippet doesn&#39;t work, you can skip it and move to the next part...&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/744763abc6537f0e7b17.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
Next, use this list of links to download the files. Again, the normal way of doing things, download.file(), failed, but&amp;nbsp;&lt;a href=&quot;http://cran.r-project.org/web/packages/downloader/index.html&quot;&gt;downloader::download()&lt;/a&gt; did work.&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/2ae5641f92f850c8feb6.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
Now that we have a directory filled with pdf files, what do we do with it? Well, there&#39;s a function called readPDF() in the &lt;a href=&quot;http://cran.r-project.org/web/packages/tm/index.html&quot;&gt;tm package&lt;/a&gt;&amp;nbsp;that can be used to read the data in a pdf file. And using&amp;nbsp;&lt;a href=&quot;http://stackoverflow.com/questions/9185831/reading-data-from-pdf-files-into-r/9186315#9186315&quot;&gt;code ripped straight from stack overflow&lt;/a&gt;, it was pretty easy to get the data.&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/e5fcae6fcb433f5fea3c.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
This leaves you with a single string for each row of data in the pdf table. A little grepping will separate the data in to separate columns in a data frame. See the full code linked at the bottom of the page for these details.&lt;br /&gt;
&lt;br /&gt;
Now we must geocode the bus stop locations so we can plot them on a map. For this, the &lt;a href=&quot;http://cran.r-project.org/web/packages/ggmap/index.html&quot;&gt;ggmap package&lt;/a&gt; has a simple function called geocode().&lt;br /&gt;
&lt;br /&gt;
At the end of all of this, we finally have a data set to map. Here&#39;s what it looks like...&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/90d4ceeedce5999076eb.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
...well, not exactly. To use the toGeoJSON() function in the &lt;a href=&quot;https://github.com/ramnathv/rCharts&quot;&gt;rCharts package&lt;/a&gt;, the df must be transformed into a list. Also, I add in a color for each route so we can tell them apart on the map, and format the text for the tooltip for each point.&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/1fa0ed73f55608bd613d.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
Again, in keeping with using other people&#39;s code, I reused &lt;a href=&quot;http://bl.ocks.org/ramnathv/7645506&quot;&gt;some code&lt;/a&gt; that &lt;a href=&quot;https://twitter.com/ramnath_vaidya&quot;&gt;Ramnath Vaidyanathan&lt;/a&gt;&amp;nbsp;had done for the foodborne chicago map a while back to create a leaflet map of the bus stops. He is the author of the rCharts package, is super helpful via twitter and github with random issues, and is doing a &lt;a href=&quot;http://user2014.stat.ucla.edu/#tutorials&quot;&gt;tutorial at useR_2014&lt;/a&gt; in LA. I can&#39;t wait to meet him... The last part of this code snippet creates a &lt;a href=&quot;https://gist.github.com/corynissen/f9835eea859b39ec6a8a&quot;&gt;github gist&lt;/a&gt; out of it. I had some trouble using it on my network, so I just used the .save() method to create an html file and copy-pasted it as a gist.&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/e6b750c905a77c9046ab.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
And &lt;a href=&quot;http://bl.ocks.org/corynissen/raw/f9835eea859b39ec6a8a/&quot;&gt;here&#39;s the result&lt;/a&gt;. There&#39;s still some work to be done on the geocoding end of things. As you can see if you click on a dot on the map, the location doesn&#39;t always line up with where the map tooltip says it should be.&lt;br /&gt;
&lt;div&gt;
&lt;center&gt;
&lt;iframe height=&quot;350&quot; src=&quot;http://bl.ocks.org/corynissen/raw/f9835eea859b39ec6a8a/&quot; width=&quot;500&quot;&gt;&lt;/iframe&gt;
&lt;/center&gt;
&lt;/div&gt;
&lt;br /&gt;
All of the code can be found on &lt;a href=&quot;https://github.com/corynissen/bloomington-bus-stops&quot;&gt;github&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/3037442964272840948/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2014/06/visualizing-bus-stops-with-rcharts.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/3037442964272840948'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/3037442964272840948'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2014/06/visualizing-bus-stops-with-rcharts.html' title='Visualizing Bus Stops with rCharts'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-2216106840797470236</id><published>2014-02-11T08:35:00.002-06:00</published><updated>2014-02-11T09:09:03.730-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="nlp"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><category scheme="http://www.blogger.com/atom/ns#" term="text mining"/><title type='text'>Finding Named Entities using R</title><content type='html'>Occasionally, I&#39;ll need to pick out names (first name, last name) from text. These days, the text I&#39;m working with is usually tweets. Any how, I didn&#39;t see any solution out there (that worked for me) when I developed this, so hopefully it can be a starting point for somebody else with similar needs...&lt;br /&gt;
&lt;br /&gt;
First, I start out with a list of names from the census bureau. I downloaded &lt;a href=&quot;http://www.census.gov/genealogy/www/data/1990surnames/dist.male.first&quot;&gt;male first names&lt;/a&gt;, &lt;a href=&quot;http://www.census.gov/genealogy/www/data/1990surnames/dist.female.first&quot;&gt;female first names&lt;/a&gt;, and &lt;a href=&quot;http://www.census.gov/genealogy/www/data/1990surnames/dist.all.last&quot;&gt;last names&lt;/a&gt;&amp;nbsp;and same them as variables in R. I do take out some of the names as &quot;exceptions&quot; that screw up my process here. Names like &quot;In&quot;, &quot;An&quot;, &quot;Chi&quot;, &quot;So&quot;, and so on.&lt;br /&gt;
&lt;br /&gt;
Then, I split my target text up into bigrams, that is, adjacent pairs of words in the original text...&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/8935664.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
This returns every pair of words in the tweet. From here, I can look through each of these bigrams for names. To make the search for names a little easier, I throw out any bigrams that don&#39;t have capital letters for the first and last names.&lt;br /&gt;
&lt;br /&gt;
Now that I have a list of bigrams in which both words start with capital letters, I can compare the words to the name list to see if they are names. I start with the last name. If the second word in the bigram doesn&#39;t appear in the last name list, we can stop... there&#39;s no need to check the first name. If the second word is a last name, then we check the first word against the first names list. If both of these check out, we have ourselves a name. Here&#39;s the code for that...&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/8935797.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
The full code for this can be found here...&amp;nbsp;&lt;a href=&quot;https://github.com/corynissen/cook-county-tweet-dashboard/blob/master/cctweets/findNames.R&quot;&gt;https://github.com/corynissen/cook-county-tweet-dashboard/blob/master/cctweets/findNames.R&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
I have tried the &lt;a href=&quot;http://cran.r-project.org/web/packages/openNLP/index.html&quot;&gt;openNLP package&lt;/a&gt; for this and couldn&#39;t get it to work reliably and quickly, so I made my own. If you have any suggestions on how to do this better, let me know!&lt;br /&gt;
&lt;br /&gt;
Follow me on twitter...&amp;nbsp;&lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;https://twitter.com/corynissen&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/2216106840797470236/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2014/02/finding-named-entities-using-r.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/2216106840797470236'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/2216106840797470236'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2014/02/finding-named-entities-using-r.html' title='Finding Named Entities using R'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-2384240113110528741</id><published>2013-12-09T11:34:00.000-06:00</published><updated>2014-07-09T12:49:07.138-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="fuelly"/><category scheme="http://www.blogger.com/atom/ns#" term="ggplot2"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Graphing my MPG vs Temperature</title><content type='html'>&lt;p&gt;Updated: 7/9/2014&lt;/p&gt;

&lt;p&gt;I use &lt;a href=&quot;http://www.fuelly.com/car/toyota/tundra/2010/cmurfuel/186243&quot;&gt;Fuelly&lt;/a&gt; to track the fuel mileage in my Toyota Tundra pickup truck. They have a &lt;a href=&quot;https://play.google.com/store/apps/details?id=com.fuelly.app&amp;amp;hl=en&quot;&gt;mobile app&lt;/a&gt;, so while I&amp;#39;m waiting for the truck to fill up, I log the odometer, and the number of gallons that I put in and then also the price per gallon of fuel and an estimate of my city driving percentage.&lt;/p&gt;

&lt;p&gt;Any how, I&amp;#39;ve noticed a substantial drop in fuel economy when the weather turns cold. So, remembering that I&amp;#39;ve decided to record the temperature at O&amp;#39;hare every day, I figured I&amp;#39;d try to take a look at the data. Now, I live 40 miles or so north of O&amp;#39;hare, so it&amp;#39;s not perfect, but it was a good estimate.&lt;/p&gt;

&lt;p&gt;To merge the daily temperature data with the sporadic fillup data, I chose to take the average high temperature for the days between the fillup[i] and fillup[i-1] to use as temperature[i]. I hope that makes sense. Basically, I take the average temperature over the tank of gas.&lt;/p&gt;

&lt;p&gt;Let&amp;#39;s see what a simple graph of average temperature by MPG looks like&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;ggplot(fuel, aes(x=avg.temp, y=mpg)) + geom_point() + 
  geom_smooth(method = lm, se=FALSE) + xlab(&amp;quot;AVG Temp&amp;quot;) + 
  ylab(&amp;quot;MPG&amp;quot;) + theme_bw()
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img 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&quot; title=&quot;plot of chunk unnamed-chunk-3&quot; alt=&quot;plot of chunk unnamed-chunk-3&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;There&amp;#39;s a fairly obvious pattern here. As temperature goes up, my MPG goes up, just as I suspected was happening.&lt;/p&gt;

&lt;p&gt;Now, I know this next graph goes against normal data visualization guidelines, but I just think it makes the relationship easier to understand for a lay person. Here, I&amp;#39;ve plotted both temperate and MPG on the same graph, with MPG in black with it&amp;#39;s axis on the left and temperature in red with it&amp;#39;s axis on the right.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;grid.newpage()

# two plots
p1 &amp;lt;- ggplot(fuel, aes(x=date, y=mpg)) + geom_line() + 
  theme_bw() + xlab(&amp;quot;Date&amp;quot;) + ylab(&amp;quot;MPG (Black)&amp;quot;)
p2 &amp;lt;- ggplot(fuel, aes(x=date, y=avg.temp)) + 
  xlab(&amp;quot;Date&amp;quot;) + ylab(&amp;quot;AVG Temp (Red)&amp;quot;) +
  geom_line(colour=&amp;quot;red&amp;quot;) + theme_bw() + 
  theme(axis.title.y=element_text(angle = -90)) %+replace% 
  theme(panel.background = element_rect(fill = NA))

# extract gtable
g1 &amp;lt;- ggplot_gtable(ggplot_build(p1))
g2 &amp;lt;- ggplot_gtable(ggplot_build(p2))

# overlap the panel of 2nd plot on that of 1st plot
pp &amp;lt;- c(subset(g1$layout, name == &amp;quot;panel&amp;quot;, se = t:r))
g &amp;lt;- gtable_add_grob(g1, 
                     g2$grobs[[which(g2$layout$name == &amp;quot;panel&amp;quot;)]], 
                     pp$t, pp$l, pp$b, pp$l)

# axis tweaks
alab &amp;lt;- g2$grobs[[which(g2$layout$name==&amp;quot;ylab&amp;quot;)]]
ia &amp;lt;- which(g2$layout$name == &amp;quot;axis-l&amp;quot;)
ga &amp;lt;- g2$grobs[[ia]]
ax &amp;lt;- ga$children[[2]]
ax$widths &amp;lt;- rev(ax$widths)
ax$grobs &amp;lt;- rev(ax$grobs)
ax$grobs[[1]]$x &amp;lt;- ax$grobs[[1]]$x - unit(1, &amp;quot;npc&amp;quot;) + 
  unit(0.15, &amp;quot;cm&amp;quot;)
g &amp;lt;- gtable_add_cols(g, g2$widths[g2$layout[ia, ]$l], 
                     length(g$widths) - 1 )
g &amp;lt;- gtable_add_cols(g, g2$widths[g2$layout[ia, ]$l], 
                     length(g$widths) - 1 )
g &amp;lt;- gtable_add_grob(g, ax, pp$t, length(g$widths) - 2, pp$b)
g &amp;lt;- gtable_add_grob(g, alab, pp$t, length(g$widths) - 1, pp$b)

grid.draw(g)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img 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&quot; title=&quot;plot of chunk unnamed-chunk-4&quot; alt=&quot;plot of chunk unnamed-chunk-4&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;Credit to &lt;a href=&quot;http://rpubs.com/kohske&quot;&gt;this guy&lt;/a&gt;, for his &lt;a href=&quot;http://rpubs.com/kohske/dual_axis_in_ggplot2&quot;&gt;dual axis ggplot2 code&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;R code available on github &lt;a href=&quot;https://github.com/corynissen/my-mpg&quot;&gt;here&lt;/a&gt;.
Follow me on twitter&amp;hellip; &lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;https://twitter.com/corynissen&lt;/a&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/2384240113110528741/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/12/graphing-my-mpg-vs-temperature.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/2384240113110528741'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/2384240113110528741'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/12/graphing-my-mpg-vs-temperature.html' title='Graphing my MPG vs Temperature'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-1291733147060146948</id><published>2013-12-06T10:00:00.001-06:00</published><updated>2014-09-16T10:40:59.915-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="fantasy football"/><category scheme="http://www.blogger.com/atom/ns#" term="httr"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><category scheme="http://www.blogger.com/atom/ns#" term="yahoo"/><title type='text'>Using R to Analyze Yahoo Fantasy Football Data</title><content type='html'>&lt;p&gt;Updated: 9/16/2014&lt;/p&gt;

&lt;p&gt;I recently created &lt;a href=&quot;https://gist.github.com/corynissen/7676784&quot;&gt;a gist&lt;/a&gt; that demonstrated how to authenticate with the Yahoo API, using the &lt;a href=&quot;http://cran.r-project.org/web/packages/httr/&quot;&gt;httr package&lt;/a&gt;. In this post, I will expand on this a little to downloading personal Yahoo fantasy football data and creating a graph showing my regular season results.  &lt;/p&gt;

&lt;p&gt;The first step, obviously, is to authenticate with the Yahoo API and get a signature to attach to all of the requests. This entails &lt;a href=&quot;https://developer.apps.yahoo.com/dashboard/createKey.html&quot;&gt;registering an application with Yahoo&lt;/a&gt; and getting API keys. &lt;a href=&quot;https://developer.yahoo.com/oauth/guide/oauth-auth-flow.html#oauth-consumerkey&quot;&gt;This page&lt;/a&gt; has information about the auth process. I have my credentials saved to a text file that I read in, but you can use environment variables too, whatever you are comfortable with.&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(httr)
library(XML)
library(RJSONIO)
library(ggplot2)

# saved my yahoo keys to a file, now, read them in...
creds &amp;lt;- read.table(&amp;quot;~/cn/personal/keys/yahoo.txt&amp;quot;, stringsAsFactors=F)
consumer.key &amp;lt;- creds[1,1]
consumer.secret &amp;lt;- creds[2,1]
oauth_endpoints(&amp;quot;yahoo&amp;quot;)
myapp &amp;lt;- oauth_app(&amp;quot;yahoo&amp;quot;, key = consumer.key, secret = consumer.secret)
token &amp;lt;- oauth1.0_token(oauth_endpoints(&amp;quot;yahoo&amp;quot;), myapp)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Next, you have to discover your game key, league key, and team key. You will need your league id that is in the URL when you visit your normal Yahoo fantasy football page. My league id should not work for you, as mine is a private league.  &lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;# need to get game id for my league...
ff.url &amp;lt;- &amp;quot;http://fantasysports.yahooapis.com/fantasy/v2/game/nfl?format=json&amp;quot;
game.key.json &amp;lt;- GET(ff.url, config(token = token))
game.key.list &amp;lt;- fromJSON(as.character(game.key.json), asText=T)
game.key &amp;lt;- game.key.list$fantasy_content$game[[1]][&amp;quot;game_key&amp;quot;]

# my personal leagueid, you will have to use your own, mine is private
league.id &amp;lt;- &amp;quot;262101&amp;quot;
league.key &amp;lt;- paste0(game.key, &amp;quot;.l.&amp;quot;, league.id)
league.url &amp;lt;- &amp;quot;http://fantasysports.yahooapis.com/fantasy/v2/league/&amp;quot;
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Next, I had to figure out my team id. This was trial and error for me. I&amp;#39;m not sure if there&amp;#39;s a better way. Using the matchups endpoint, I can get the data for all of my games for the regular season (2 games as of today). The data is available as XML or JSON. I choose JSON with the &amp;ldquo;?format=json&amp;rdquo; at the end of the URL. Then, using the &lt;a href=&quot;http://cran.r-project.org/web/packages/RJSONIO/index.html&quot;&gt;RJSONIO package&lt;/a&gt;, I parsed the data to create two vectors, my score for every week, and my opponent&amp;#39;s score for every week. The JSON is nested deeply, so this is kinda ugly&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;my.team.id &amp;lt;- &amp;quot;4&amp;quot;
my.team.key &amp;lt;- paste0(league.key, &amp;quot;.t.&amp;quot;, my.team.id)
team.url &amp;lt;- &amp;quot;http://fantasysports.yahooapis.com/fantasy/v2/team/&amp;quot;
# lots of endpoints to play with, more here... 
# http://developer.yahoo.com/fantasysports/guide/
my.team.stats.json &amp;lt;- GET(paste0(team.url, my.team.key, &amp;quot;/stats?format=json&amp;quot;), 
                          config(token = token))
my.team.standings.json &amp;lt;- GET(paste0(team.url, my.team.key, 
  &amp;quot;/standings?format=json&amp;quot;), config(token = token))
my.team.matchups.json &amp;lt;- GET(paste0(team.url, my.team.key, 
  &amp;quot;/matchups?format=json&amp;quot;), config(token = token))
my.team.matchups.list &amp;lt;- fromJSON(as.character(my.team.matchups.json), asText=T)

# number of games played
game.num &amp;lt;- 2

# get the opponent scores for my matchups for the entire season
tmp &amp;lt;- my.team.matchups.list$fantasy_content[&amp;quot;team&amp;quot;][[1]][[2]]$matchups
opp.score &amp;lt;- tmp$&amp;#39;0&amp;#39;$matchup$`0`$teams$`1`$team[[2]]$team_points[&amp;quot;total&amp;quot;]
opp.score &amp;lt;- c(opp.score, sapply(as.character(1:(game.num-1)),   
  function(x)tmp[x][[x]]$matchup$`0`$teams$`1`$team[[2]]$team_points$total))
my.score &amp;lt;- tmp$&amp;#39;0&amp;#39;$matchup$`0`$teams$`0`$team[[2]]$team_points[&amp;quot;total&amp;quot;]
my.score &amp;lt;- c(my.score, sapply(as.character(1:(game.num-1)),   
  function(x)tmp[x][[x]]$matchup$`0`$teams$`0`$team[[2]]$team_points$total))
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Almost there&amp;hellip; now we just have to make a dataframe in the format that ggplot2 likes to have&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;my.df &amp;lt;- data.frame(cbind(game=rep(1:length(my.score), 2), 
  team=c(rep(&amp;quot;me&amp;quot;, length(my.score)), rep(&amp;quot;them&amp;quot;, length(my.score))),
  score=as.numeric(c(my.score, opp.score))))
my.df$game &amp;lt;- factor(my.df$game, levels=1:game.num)
my.df$score &amp;lt;- as.numeric(as.character(my.df$score))
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;Then we can graph it using &lt;a href=&quot;http://cran.r-project.org/web/packages/ggplot2/index.html&quot;&gt;ggplot2&lt;/a&gt;. Here&amp;#39;s the code and output&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;p1 &amp;lt;- ggplot(my.df, aes(x=game, y=score, color=team, group=team)) + 
  geom_point() + geom_line() + scale_y_continuous()
ggsave(&amp;quot;FF_regular_season.jpg&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

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alt=&quot;Drawing&quot; align=&quot;middle&quot; style=&quot;width: 550px;&quot;/&gt;&lt;/p&gt;

&lt;p&gt;There&amp;#39;s a bunch more that can be done with this API, the point of this post was to show how to get through the auth stuff and show a simple demonstration of the API.  &lt;/p&gt;

&lt;p&gt;Full code can be found on &lt;a href=&quot;https://github.com/corynissen/yahooFF&quot;&gt;github&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;Follow me on twitter for more R tidbits like this&amp;hellip; &lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;https://twitter.com/corynissen&lt;/a&gt;&lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/1291733147060146948/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/12/using-r-to-analyze-yahoo-fantasy.html#comment-form' title='13 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/1291733147060146948'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/1291733147060146948'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/12/using-r-to-analyze-yahoo-fantasy.html' title='Using R to Analyze Yahoo Fantasy Football Data'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-3824829051652314035</id><published>2013-12-02T19:24:00.001-06:00</published><updated>2013-12-03T11:05:50.534-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="hide"/><title type='text'>Exploring Chicago&#39;s Food Inspections</title><content type='html'>In my last post, I made a plot of the Foodborne Chicago submissions. There was a notable pattern, specifically, that most of the reported restaurants were in the loop or north of the loop, with very few on the south side of the city. This may be because there are fewer restaurants on the south side. To explore that hypothesis, I have obtained a list of all of the retail food establishments in Chicago along with their risk level. The &lt;a href=&quot;http://ohsonline.com/articles/2012/01/20/chicago-shifts-to-risk-based-food-inspections.aspx&quot;&gt;risk level&lt;/a&gt; is based on the type of food served and the preparation involved, with 1 being the highest risk and 3 being the lowest risk.&lt;br /&gt;
&lt;br /&gt;
The file I received,&amp;nbsp;Retail Food 1006 Licenses 2013.xlsx, contains the address for the facility, but not the latitude and longitude. I will need latitude and longitude for mapping purposes, so I needed to find a way to geocode them. Google offers a free service, but limits the number of requests to 2500 per day. The data set has 15176 facilities, so that would take a week to do. I decided to download the &lt;a href=&quot;https://data.cityofchicago.org/Health-Human-Services/Food-Inspections/4ijn-s7e5&quot;&gt;food inspection data&lt;/a&gt; from the data portal. This has the latitude and longitude that I need, along with the restaurant license number. I also have license number in the data set from above. Now clearly, not all of the restaurants listed in the first data set will have had an inspection, but many will. I used the Google API to geocode the remaining restaurants. With this process, the geocoding went from a week to two days.&lt;br /&gt;
&lt;br /&gt;
The last step with this file was to take the newly generated latitudes and longitudes get the ward number for each restaurant. To do this, I used an&amp;nbsp;&lt;a href=&quot;http://cwfy-api.smartchicagoapps.org/wards/boundaries.json?lat=41.8710&amp;amp;long=-87.6227&quot;&gt;API&lt;/a&gt;&amp;nbsp;provided by the&amp;nbsp;&lt;a href=&quot;http://chicagoworksforyou.com/#/&quot;&gt;Chicago Works For You&lt;/a&gt;&amp;nbsp;project.&lt;br /&gt;
&lt;br /&gt;
Before I get too far, let me list the assumptions that I&#39;ve made up to this point.&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;The license number appearing in Retail Food 1006 Licenses 2013.xlsx corresponds to the same restaurant and license number in the food inspections data set on the data portal.&lt;/li&gt;
&lt;li&gt;The latitude and longitude that I receive from the Google API and the latitude and longitude from the city of Chicago&#39;s internal data are both interchangeable. That is, either source is valid for finding the location of a given restaurant.&lt;/li&gt;
&lt;li&gt;The restaurants that cannot be geocoded&amp;nbsp;using either method or have a ward of zero after using the CWFY API are randomly distributed among all restaurants, and leaving them out of the analysis introduces no bias and is generally not harmful or wrong to do.&lt;/li&gt;
&lt;/ol&gt;
In summary:&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;Get&amp;nbsp;Retail Food 1006 Licenses 2013.xlsx file from Chicago Department of Public Health&lt;/li&gt;
&lt;li&gt;Match file with food inspections data to get some latitude longitude pairs&lt;/li&gt;
&lt;li&gt;Use Google API to get remaining latitude longitude pairs&lt;/li&gt;
&lt;li&gt;Use CWFY API to get ward number from latitude longitude pairs&lt;/li&gt;
&lt;li&gt;End with&amp;nbsp;geocoded_risk_data_w_wards.csv with some intermediate files created along the way&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
Now that the data is ready, let&#39;s take a look at it. First, I want to plot the number of restaurants per ward on a map. Here&#39;s the result...&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_count_by_ward.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_count_by_ward.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
It looks like there&#39;s definitely a concentration of restaurants around the loop. Ward 42 in particular has nearly 1600 restaurants in it, where the average across all wards is about 300. This makes the difference between the other wards a little difficult to see, since the color scale is dominated by ward 42&#39;s extreme number of restaurants. To get around this, let&#39;s ignore ward 42 and redraw the map...&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_count_by_ward2.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_count_by_ward2.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
Now it&#39;s more clear that there&#39;s an abundance of restaurants in the wards around the loop, specifically to the north and west.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Another way to look at this would be to run a 2d density on the latitude longitude pairs. Here&#39;s that graph...&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_count_gradient.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_count_gradient.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
The preceding graphs were restaurant counts across all risk levels. Let&#39;s split out the risk levels and see if there&#39;s a pattern. Specifically, let&#39;s look at the proportion of a given risk level to all of the restaurants for each ward. For example. If a ward has 24 High risk restaurants out of 154 total, let&#39;s look at that proportion... 15.6%.&lt;br /&gt;
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&lt;a href=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_percentage_highrisk_by_ward.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_percentage_highrisk_by_ward.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Now we are seeing something. The west and south side have a much lower proportion of high risk restaurants compared to the loop and north side. Let&#39;s see about the medium risk level...&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_percentage_medrisk_by_ward.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_percentage_medrisk_by_ward.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/div&gt;
And low risk level...&lt;br /&gt;
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&lt;a href=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_percentage_lowrisk_by_ward.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodbornechi_research/blob/master/output/chi_restaurant_percentage_lowrisk_by_ward.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/3824829051652314035/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/12/exploring-chicagos-food-inspections.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/3824829051652314035'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/3824829051652314035'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/12/exploring-chicagos-food-inspections.html' title='Exploring Chicago&#39;s Food Inspections'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6101605846182930961</id><published>2013-11-25T10:13:00.002-06:00</published><updated>2013-11-25T13:20:42.522-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ggmap"/><category scheme="http://www.blogger.com/atom/ns#" term="ggplot2"/><category scheme="http://www.blogger.com/atom/ns#" term="openstreetmap"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Mapping Foodborne Chicago Reports</title><content type='html'>I help out with a project called &lt;a href=&quot;http://foodborne.smartchicagoapps.org/&quot;&gt;Foodborne Chicago&lt;/a&gt;, where we search twitter for people in Chicago mentioning &quot;food poisoning&quot; and @reply to them with a link where they can file a report with the city of Chicago&#39;s Department of Public Health. The application has been live since March 2013. Since then, we have passed on about 125 reports to the city. For the majority of these reports, an inspection work order is generated and an inspection occurs within about a week of the incident submission.&lt;br /&gt;
&lt;br /&gt;
So... I decided to take a look and see where these submissions were by plotting them on a map. To start, I had a file from our app with three columns, id which is a unique identifier of the submission, restaurant.address which is the address for the submission, and created.at which represents the date that the complaint was submitted. The first step to plotting these submissions on a map was to get the latitude and longitude for the restaurant addresses. I used the &lt;a href=&quot;http://cran.r-project.org/web/packages/ggmap/index.html&quot;&gt;ggmap package&lt;/a&gt; for this. Originally, I had a custom function that used the free Google geocoding API and parsed the results, then I found the ggmap package and changed over. The results are the same, but it makes the code cleaner and easier to maintain.&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/7643035.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
&lt;br /&gt;
Then, I Since I&#39;ve used the &lt;a href=&quot;http://cran.r-project.org/web/packages/OpenStreetMap/index.html&quot;&gt;OpenStreetMap package&lt;/a&gt; in R in &lt;a href=&quot;https://github.com/corynissen/chicago-crime-map&quot;&gt;another project&lt;/a&gt;, I started with that to make a map. The only gotcha here was that the OpenStreetMap package needs the points in mercator, so there&#39;s a conversion step.&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/7643380.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
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&lt;a href=&quot;https://github.com/corynissen/foodborne_chicago_report_map/blob/master/foodborne_p1.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodborne_chicago_report_map/blob/master/foodborne_p1.png?raw=true&quot; width=&quot;254&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
The ggmap package makes doing this sorta thing, in conjunction with &lt;a href=&quot;http://cran.r-project.org/web/packages/ggplot2/index.html&quot;&gt;ggplot2&lt;/a&gt;, very simple. Here&#39;s the same map as above, using ggmap and Google maps.&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/7643434.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
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&lt;a href=&quot;https://github.com/corynissen/foodborne_chicago_report_map/blob/master/foodborne_p2.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodborne_chicago_report_map/blob/master/foodborne_p2.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Now, since I&#39;m from the area and am not even sure where Chicago&#39;s borders are on that map, I downloaded the &lt;a href=&quot;https://data.cityofchicago.org/Facilities-Geographic-Boundaries/Boundaries-City/q38j-zgre&quot;&gt;shapefiles for Chicago&lt;/a&gt; from the city of Chicago and added that as an overlay on the map. All I did here was take the last plot (p2) and add the geom_polygon with a low alpha to the map.&lt;/div&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/7643490.js&quot;&gt;&lt;/script&gt;&lt;/div&gt;
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&lt;a href=&quot;https://github.com/corynissen/foodborne_chicago_report_map/blob/master/foodborne_p3.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://github.com/corynissen/foodborne_chicago_report_map/blob/master/foodborne_p3.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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This gives a pretty good representation of where our Foodborne Chicago submissions are coming from. Nearly all of them are on the northern half of the city, with a few from beyond the city limits altogether. It&#39;s pretty remarkable how easy the ggmap and ggplot2 folks have made creating maps like this. Thanks guys...&lt;/div&gt;
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The whole project, including making an animated gif and doing some cloudmade maps is on github here...&amp;nbsp;&lt;a href=&quot;https://github.com/corynissen/foodborne_chicago_report_map&quot;&gt;https://github.com/corynissen/foodborne_chicago_report_map&lt;/a&gt;&lt;/div&gt;
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Check out Foodborne Chicago on twitter...&amp;nbsp;&lt;a href=&quot;https://twitter.com/foodbornechi&quot;&gt;https://twitter.com/foodbornechi&lt;/a&gt;&lt;/div&gt;
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And myself on twitter...&amp;nbsp;&lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;https://twitter.com/corynissen&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6101605846182930961/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/11/mapping-foodborne-chicago-reports.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6101605846182930961'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6101605846182930961'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/11/mapping-foodborne-chicago-reports.html' title='Mapping Foodborne Chicago Reports'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-7765594131588337720</id><published>2013-09-10T09:38:00.000-05:00</published><updated>2013-12-02T19:23:26.368-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Google Prediction API update</title><content type='html'>A quick update on the last blog post...&lt;br /&gt;
&lt;br /&gt;
Mr Hadley Wickham has made the authentication for this much easier...&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/6510342.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
Then you can use the curl script like in my last blog post.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/7765594131588337720/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/09/google-prediction-api-update.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/7765594131588337720'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/7765594131588337720'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/09/google-prediction-api-update.html' title='Google Prediction API update'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-5212212311521239144</id><published>2013-06-13T11:05:00.000-05:00</published><updated>2013-06-13T11:09:38.688-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Google Prediction API example</title><content type='html'>&lt;a href=&quot;https://developers.google.com/prediction/&quot;&gt;Google&#39;s prediction API&lt;/a&gt; offers a blackbox way of doing some prediction. They had advertised an &lt;a href=&quot;https://code.google.com/p/google-prediction-api-r-client/&quot;&gt;R package&lt;/a&gt;, but it doesn&#39;t seem to work with the new version of the prediction API or their &lt;a href=&quot;https://developers.google.com/accounts/docs/OAuth2&quot;&gt;OAuth2 authentication&lt;/a&gt; mechanism. So, in an effort to check out the prediction API, I tried to go through the authentication process myself. I got it to work, but couldn&#39;t get it ported to RCurl successfully, so if you have any suggestions, I&#39;d love to hear them. Since I was unable to get RCurl working, I am using a system() call with &#39;curl&#39; that is installed on my machine.&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
The first step is to fill out your API keys and all of that sort of stuff. Note that this must be done in strict accordance with Google&#39;s rules. The scope must match what you&#39;ve entered on the google auth page, same with the redirect_uri.&amp;nbsp;&lt;/div&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5774653.js&quot;&gt;&lt;/script&gt;&lt;/div&gt;
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Then, use those things to submit a request for an authorization code. You will use this code later to request an authorization token. browseURL() opens a page in your browser window. Log into google (if you aren&#39;t already) and look at the resulting URL, it contains your code. Example response would be like this...&amp;nbsp;https://oauth2-login-demo.appspot.com/code?state=/profile&amp;amp;code=4/P7q7W91a-oMsCeLvIaQm6bTrgtp7 &amp;nbsp;You want everything after &#39;&amp;amp;code=&#39;&lt;/div&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5774718.js&quot;&gt;&lt;/script&gt;&lt;/div&gt;
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Okay, if successful, you now have an authorization code. Cut and paste that from your browser into the your R code and continue on with a authorization token request.&lt;/div&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5774732.js&quot;&gt;&lt;/script&gt;&lt;/div&gt;
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Now, if you are successful, &#39;token_code&#39; contains what you need to make a request to the google prediction API. Here&#39;s how you try it out on a demo language guessing model.&lt;/div&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5774747.js&quot;&gt;&lt;/script&gt;&lt;/div&gt;
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You should end up with a response like this&lt;/div&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5774802.js&quot;&gt;&lt;/script&gt;&lt;/div&gt;
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All of the code together...&amp;nbsp;&lt;a href=&quot;https://gist.github.com/corynissen/5774784&quot;&gt;https://gist.github.com/corynissen/5774784&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/5212212311521239144/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/06/google-prediction-api-example.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/5212212311521239144'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/5212212311521239144'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/06/google-prediction-api-example.html' title='Google Prediction API example'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-7655636462465254992</id><published>2013-05-28T09:39:00.000-05:00</published><updated>2013-05-28T09:40:17.394-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Using R to communicate via a socket connection</title><content type='html'>Occasionally, the need arises to communicate with R via another process. There are packages available to facilitate this communication, but for simple problems, a socket connection may be the answer. Nearly all software languages have a socket communication package, so this is very simple to implement.&lt;br /&gt;
&lt;br /&gt;
First, start off with your R &quot;server&quot;. In this case, I&#39;m accepting text as input and upper casing it as a trivial example.&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5659919.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
Then, use the client script to connect to the server and upper case some text. Here&#39;s an example in R...&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5659929.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
Here&#39;s an example of the client in python. This will enable communication and data transfer between python and R.&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5659933.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
To pull it all together, on the same machine, start up two command prompts. In the first one, start the R server via &quot;Rscript server.R&quot;. Then in the other window, run the client script via &quot;python client.py&quot; or &quot;Rscript client.R&quot;. In the client window, you should see a prompt to enter some text. Do so, and be amazed as you see your text returned from R in upper case.&lt;br /&gt;
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Obviously, this can be reversed, with python or some other process being used as a &quot;server&quot; and R as the &quot;client&quot;.&lt;br /&gt;
&lt;br /&gt;
All of the code is included in a &lt;a href=&quot;https://github.com/corynissen/r-socket-server&quot;&gt;github repo&lt;/a&gt;&lt;br /&gt;
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Shout out to my colleague JoeO for an early incarnation and an early use case for this process.&lt;br /&gt;
&lt;br /&gt;
Follow me on &lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;twitter&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/7655636462465254992/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/05/using-r-to-communicate-via-socket.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/7655636462465254992'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/7655636462465254992'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/05/using-r-to-communicate-via-socket.html' title='Using R to communicate via a socket connection'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6202637258345669374</id><published>2013-04-25T14:40:00.000-05:00</published><updated>2013-04-25T14:42:08.762-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>3D Model Using the rgl Package</title><content type='html'>A while back, I had a unique opportunity to work with some very talented interns for the summer while I was working at Allstate insurance. Without giving away details of the project that Allstate may prefer to keep secret, let&#39;s just say that we had access to a &lt;a href=&quot;http://www.robotshop.com/ca/hokuyo-ubg-04lx-f01-laser-rangefinder-1.html&quot;&gt;laser range finder&lt;/a&gt;, and were testing it on a cardboard cutout. The laser range finder would give angle and distance in a fan shape directly in front of it. It&#39;s used in robotics to detect obstacles and whatnot. We mounted the scanner on a platform and moved it vertically. That way, we could take a fan shape of measurements incrementally moving up and down giving a 3D view of the target.&lt;br /&gt;
&lt;br /&gt;
The data file was great, but we needed a way to visually inspect the data to check that the trig the interns had to do to get x,y,z data from the angle, angle, distance raw data was correct. So, I fired up R, found the &lt;a href=&quot;http://cran.r-project.org/web/packages/rgl/index.html&quot;&gt;rgl package&lt;/a&gt;, and got to work.&lt;br /&gt;
&lt;br /&gt;
There&#39;s really not much to the code, first I read in the data. They gave me a 2D matrix of z values. I created some dummy x and y data, fitted it to some colors, smoothed out some errant laser readings and ran the viewer...&lt;br /&gt;
&lt;br /&gt;
&lt;script src=&quot;https://gist.github.com/corynissen/5461586.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
It opens a viewer that you can zoom, tilt, and pan.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://github.com/corynissen/3D_model_demo/blob/master/car_screenshot.png?raw=true&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;287&quot; src=&quot;https://github.com/corynissen/3D_model_demo/blob/master/car_screenshot.png?raw=true&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
There are options to adjust the artificial lighting, the colors, and a bunch of other things, but as you can see, it came out fairly well. This was a 3d cardboard &quot;car&quot; taped to a wall. You can even see evidence of the tape coming out of the roof and windshield.&lt;br /&gt;
&lt;br /&gt;
The code and data are on github here...&amp;nbsp;&lt;a href=&quot;https://github.com/corynissen/3D_model_demo&quot;&gt;https://github.com/corynissen/3D_model_demo&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
follow me on twitter...&amp;nbsp;&lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;https://twitter.com/corynissen&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6202637258345669374/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/04/3d-model-using-rgl-package.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6202637258345669374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6202637258345669374'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/04/3d-model-using-rgl-package.html' title='3D Model Using the rgl Package'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6929751408614955697</id><published>2013-04-17T12:10:00.000-05:00</published><updated>2014-07-09T09:19:41.070-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ggplot2"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>ggplot dodged vs faceted bar chart</title><content type='html'>&lt;p&gt;Updated: 7/9/2014&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve been bowling once per year at a charity event for the last few years and have kept track of the outcomes to share my group. I used ggplot2 to create a bar chart for the scores. Below are two graphs, one is dodged, the other is faceted. There&amp;#39;s no right way here, but you can see the code and decide for yourself which is more aesthetically pleasing.&lt;/p&gt;

&lt;p&gt;First is the dodged one&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;library(ggplot2)
df &amp;lt;- read.csv(&amp;quot;bowling.csv&amp;quot;, strip.white=T)
a &amp;lt;- 1:200

ggplot(df, aes(x=factor(name), y=score)) +
  geom_bar(position=&amp;quot;dodge&amp;quot;, stat=&amp;quot;identity&amp;quot;,aes(fill=factor(game))) +
  coord_cartesian(ylim=c(50, 150)) + scale_y_continuous(breaks=a[a%%10==0]) +
  xlab(&amp;quot;&amp;quot;) + ylab(&amp;quot;Score&amp;quot;) + scale_fill_discrete(name=&amp;quot;Game&amp;quot;) +
  theme(axis.text.x = element_text(size=14))
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; title=&quot;plot of chunk unnamed-chunk-2&quot; alt=&quot;plot of chunk unnamed-chunk-2&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;And next is the faceted one&amp;hellip;&lt;/p&gt;

&lt;pre&gt;&lt;code class=&quot;r&quot;&gt;ggplot(df, aes(x=factor(game), y=score)) +
  geom_bar(stat=&amp;quot;identity&amp;quot;,aes(fill=factor(game))) + facet_grid(.~name) +
  coord_cartesian(ylim=c(50, 150)) + scale_y_continuous(breaks=a[a%%10==0]) +
  scale_fill_discrete(name=&amp;quot;Game&amp;quot;) + xlab(&amp;quot;&amp;quot;) + ylab(&amp;quot;Score&amp;quot;)
&lt;/code&gt;&lt;/pre&gt;

&lt;p&gt;&lt;img 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&quot; title=&quot;plot of chunk fig.align:center&quot; alt=&quot;plot of chunk fig.align:center&quot; style=&quot;display: block; margin: auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;The color is redundant in the faceted one, since there are labels for the game number. I kept the color in to make comparison with the dodged one easier.&lt;/p&gt;

&lt;p&gt;Here&amp;#39;s the code to produce these two graphs.
The full code with the data to produce these plots and also the blog post using Rmarkdown is available in my &lt;a href=&quot;https://github.com/corynissen/ggplot_dodged_vs_faceted&quot;&gt;github repo&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;@corynissen&lt;/a&gt; on twitter&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6929751408614955697/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/04/ggplot-dodged-vs-faceted-bar-chart.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6929751408614955697'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6929751408614955697'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/04/ggplot-dodged-vs-faceted-bar-chart.html' title='ggplot dodged vs faceted bar chart'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-6919549694145674233</id><published>2013-04-15T11:44:00.000-05:00</published><updated>2013-04-19T12:33:44.827-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Unshorten URLs in R</title><content type='html'>Well, of course, &lt;a href=&quot;https://twitter.com/RLangTip/status/323829504986468352&quot;&gt;this tip&lt;/a&gt; comes out one week after I needed it. The author uses the &lt;a href=&quot;http://cran.r-project.org/web/packages/RCurl/index.html&quot;&gt;RCurl package&lt;/a&gt; to request the header of the shortened URL and then parse the &quot;location&quot; parameter on the return. This sort of operation tends to be needed frequently, especially when using data from twitter. Twitter now shortens even already shortened links using their own t.co service. Every link in every tweet now has to be put through a process like this to resolve it to the full url.&lt;br /&gt;
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My solution is very similar to the RLangTip, but instead of using RCurl, I am using a system call to &quot;curl&quot;, and repeatedly requesting the header for each url returned until no location attribute is found... and that&#39;s the final url. It&#39;s a little ugly, and I&#39;m sure it can be sped up, and improved upon, but it works well enough...&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/5389426.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
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Find me on twitter... &lt;a href=&quot;https://twitter.com/corynissen&quot;&gt;https://twitter.com/corynissen&lt;/a&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/6919549694145674233/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/04/unshorten-urls-in-r.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6919549694145674233'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/6919549694145674233'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/04/unshorten-urls-in-r.html' title='Unshorten URLs in R'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5264321164766382398.post-1989405571271818420</id><published>2013-04-08T13:56:00.001-05:00</published><updated>2013-04-19T12:34:02.669-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="foursquare"/><category scheme="http://www.blogger.com/atom/ns#" term="R"/><title type='text'>Use foursquare to locate a twitter user using R</title><content type='html'>&lt;br /&gt;
I&#39;ve been doing some work with Twitter data. In much of this work, my life would be so much easier if we could geographically locate the origin of the tweets. There are some ways to do this using the twitter APIs. For example, if a user has geo-location turned on, you can get the precise lat-lng info for a specific tweet. Also, each user has the option to set a location in their profile. Using this free-form info, you can get an idea of where the user is located, but this is not relevant to each specific tweet, it&#39;s a user attribute. So, a Chicago native traveling and tweeting in Florida will be a problem. Using this information, you can get some information for some people. But it&#39;s not complete... so I thought about trying some other ways of location a twitter user.&lt;br /&gt;
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My first crack at this was to see if a given twitter user is a foursquare user. Foursquare users use the service to check in to places for points or other purposes. Any how, using the foursquare API, you can retrieve a lat-lng pair for a given checkin. My idea was to look at a user&#39;s tweet history to see if there are any fourquare links. Take these foursquare links and use the foursquare API to get lat-lng pairs. Then, cluster these points and choose the mid point of the largest cluster, that is, the cluster with the most points, as the guess for the twitter users location.&lt;br /&gt;
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First, we start off using the &lt;a href=&quot;http://cran.r-project.org/web/packages/twitteR/&quot;&gt;twitteR package&lt;/a&gt; to download n of a users most recent tweets...&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/c6282ec97cb38b655e78.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
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Then, I extract the links and resolve them using a &lt;a href=&quot;http://expandurl.appspot.com/&quot;&gt;link expander service&lt;/a&gt;. Once that is done, I can take the foursquare links, and bounce them off of the foursquare API to get a lat-lng pair. I made a function to do this. Note that you will need a foursquare API key saved in a file as noted in the function.&lt;br /&gt;
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&lt;script src=&quot;https://gist.github.com/corynissen/53ea7a079e0e1748b6af.js&quot;&gt;&lt;/script&gt;&lt;br /&gt;
Now, you have a list of lat-lng pairs from foursquare. I use the &lt;a href=&quot;http://cran.r-project.org/web/packages/mclust/index.html&quot;&gt;Mclust&lt;/a&gt; to find the largest cluster. Then, using the points in that largest cluster, take the average lat and average lng to be the center of the cluster. That is my guess for where my twitter user of interest lives.&lt;br /&gt;
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Next, I create an openstreets map to display this. The red dots represent the various lat-lng pairs from foursquare, and the blue dot is the cluster center.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWfY4BeQ2_YKamUmFfi7FtOfpfilWOx4DVs1mV_dZLmTMAY6hW-BcsKhnEAfPZ2tIUS5M4Mwy60Mj-x6MNrDID3Np1C-hq5pzMYsPcV1m41y751uP_vMI3EPNcoio6Kk0bUlwH1uLnlG4/s1600/michaelmcgee_cluster_center.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWfY4BeQ2_YKamUmFfi7FtOfpfilWOx4DVs1mV_dZLmTMAY6hW-BcsKhnEAfPZ2tIUS5M4Mwy60Mj-x6MNrDID3Np1C-hq5pzMYsPcV1m41y751uP_vMI3EPNcoio6Kk0bUlwH1uLnlG4/s1600/michaelmcgee_cluster_center.png&quot; height=&quot;320&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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The code can be found on &lt;a href=&quot;https://github.com/corynissen/4sq_lat_lng&quot;&gt;github&lt;/a&gt;.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://statsnthings.blogspot.com/feeds/1989405571271818420/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://statsnthings.blogspot.com/2013/04/ive-been-doing-some-work-with-twitter.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/1989405571271818420'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5264321164766382398/posts/default/1989405571271818420'/><link rel='alternate' type='text/html' href='http://statsnthings.blogspot.com/2013/04/ive-been-doing-some-work-with-twitter.html' title='Use foursquare to locate a twitter user using R'/><author><name>Cory Nissen</name><uri>http://www.blogger.com/profile/10454310908681421103</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJbouBNHlvkxiMTYAWsmsZbDS_ROHvFE8G0iCcBga_q-7Lh3rhuclkFbhrlvRhQz3Qa4gzHhmzAQzzA3mQvFsQHC9wevttvJDEXVSemuxV5vaeaFDSjFP080fbfuYaw/s220/blur_profile.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWfY4BeQ2_YKamUmFfi7FtOfpfilWOx4DVs1mV_dZLmTMAY6hW-BcsKhnEAfPZ2tIUS5M4Mwy60Mj-x6MNrDID3Np1C-hq5pzMYsPcV1m41y751uP_vMI3EPNcoio6Kk0bUlwH1uLnlG4/s72-c/michaelmcgee_cluster_center.png" height="72" width="72"/><thr:total>0</thr:total></entry></feed>