{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Analyzing the Philadelphia Data Science Scene with Python" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Instructions\n", "* The latest version of this notebook can always be found and viewed online [here](http://nbviewer.ipython.org/github/mdbecker/daa_philly_2015/blob/master/DataPhilly_Analysis.ipynb). **It's strongly recommended that you view the online version of this document**.\n", "* Instructions for setting up Jupyter Notebook and the required libraries can be found online [here](https://github.com/mdbecker/daa_philly_2015/blob/master/README.md).\n", "* The repo for this project can be found and forked [here](https://github.com/mdbecker/daa_philly_2015/).\n", "\n", "# DataPhilly\n", "\n", "\n", "[DataPhilly](www.meetup.com/DataPhilly) is a local data meetup group I started back in 2012. I had attended a few data science conferences and I was really disappointed about the lack of a local meetup group for people interested in data science. And so DataPhilly was born!\n", "\n", "# Jupyter Notebook\n", "The Jupyter Notebook is a web application that allows you to create and share documents that contain live code, equations, visualizations and explanatory text. Uses include: data cleaning and transformation, numerical simulation, statistical modeling, machine learning and much more.\n", "\n", "\n", "\n", "Through Jupyter's kernel and messaging architecture, the Notebook allows code to be run in a range of different programming languages. For each notebook document that a user opens, the web application starts a kernel that runs the code for that notebook. Each kernel is capable of running code in a single programming language and there are kernels available in the following languages\n", "\n", "* Python(https://github.com/ipython/ipython)\n", "* Julia (https://github.com/JuliaLang/IJulia.jl)\n", "* R (https://github.com/takluyver/IRkernel)\n", "* Ruby (https://github.com/minrk/iruby)\n", "* Haskell (https://github.com/gibiansky/IHaskell)\n", "* Scala (https://github.com/Bridgewater/scala-notebook)\n", "* node.js (https://gist.github.com/Carreau/4279371)\n", "* Go (https://github.com/takluyver/igo)\n", "\n", "The default kernel runs Python code. The notebook provides a simple way for users to pick which of these kernels is used for a given notebook.\n", "\n", "**Jupyter examples and tutorials can be found in the Jupyter github repo [here](https://github.com/jupyter/notebook/blob/master/docs/source/examples/Notebook/Examples%20and%20Tutorials%20Index.ipynb).**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# The task\n", "The task I'll be walking you through today will demonstrate how to use Python for exploratory data analysis. The dataset I'll use is one I created by querying the Meetup API for the DataPhilly meetup. I'll walk you through using Jupyter notebook (The webapp we're using now), Pandas (an excel like tool for data exploration) and scikit-learn (a Python machine learning library) to explore the DataPhilly dataset. I won't go in depth into these tools but my hope is that you'll leave my talk wanting to learn more about using Python for exploratory data analysis and that you'll learn some interesting things about DataPhilly in the process." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Initializing our environment" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First let's start off by initializing our environment\n", "* ``%matplotlib inline`` initializes [matplotlib](http://matplotlib.org/) so that we can display graphs and charts in our notebook.\n", "* ``import seaborn as sns`` imports [seaborn](https://web.stanford.edu/~mwaskom/software/seaborn/) a graphing library built on top of matplotlib.\n", "* ``import pandas as pd`` imports [pandas](http://pandas.pydata.org/) a tool I'll explain in the next section." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Hint: If you've installed Jupyter Notebook and you're running this on your machine, you can use the run button in the toolbar at the top of the page to execute each cell*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Click on the cell above and the cell below. You'll notice that the cell above is [Markdown](https://daringfireball.net/projects/markdown/). You can edit it by double clicking on it. The cell below contains Python code which can be modified and executed. If the code has any output it will be printed out below the cell with **Out [n]:** in front of it." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "%matplotlib inline\n", "import seaborn as sns\n", "import pandas as pd\n", "from matplotlib import rcParams\n", "\n", "# Modify aesthetics for visibility during presentation\n", "sns.set_style('darkgrid', {'axes.facecolor': '#C2C2C8'})\n", "sns.set_palette('colorblind')\n", "\n", "# Make everything bigger for visibility during presentation\n", "rcParams['figure.figsize'] = 20, 10\n", "rcParams['axes.titlesize'] = 'xx-large'\n", "rcParams['axes.labelsize'] = 'x-large'\n", "rcParams['xtick.labelsize'] = 'x-large'\n", "rcParams['ytick.labelsize'] = 'x-large'\n", "rcParams['legend.fontsize'] = 'xx-large'\n", "rcParams['lines.linewidth'] = 4.0\n", "rcParams['grid.linewidth'] = 2.0\n", "\n", "# Hide warnings in the notebook\n", "import warnings\n", "warnings.filterwarnings('ignore')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Pandas" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "\n", "Pandas is a library that provides data analysis tools for the Python programming language. You can think of it as Excel on steroids, but in Python." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To start off, I've used the [meetup API](http://www.meetup.com/meetup_api/docs/) to gather a bunch of data on members of the [DataPhilly meetup group](http://www.meetup.com/DataPhilly/). First let's start off by looking at the events we've had over the past few years. I've loaded the data into a pandas ``DataFrame`` and stored it in the file ``events.pkl``. A ``DataFrame`` is a table similar to an Excel spreadsheet. Let's load it and see what it looks like:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## DataPhilly events dataset" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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81381360216000DataPhilly October 2013 - Data Science Tools a...{u'count': 11, u'average': 4.73000001907}1382565600000050144769822
91383762778000DataPhilly November 2013 - Data in Practice{u'count': 3, u'average': 4.67000007629}1384815600000067149515412
101389631621000DataPhilly January 2014 - Two Hours of Lightni...{u'count': 6, u'average': 4.82999992371}1391036400000069160323532
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" ], "text/plain": [ " created name \\\n", "0 1351948193000 Meet and greet \n", "1 1357781071000 DataPhilly January 2013 Meetup - An Introducti... \n", "2 1359732939000 DataPhilly February 2013 Meetup - Data Science... \n", "3 1361647778000 DataPhilly March 2013 Meetup - Data Analysis u... \n", "4 1362506708000 DataPhilly April 2013 Meetup - Machine Learnin... \n", "\n", " rating time waitlist_count \\\n", "0 {u'count': 3, u'average': 5} 1352934000000 0 \n", "1 {u'count': 6, u'average': 4.17000007629} 1359588600000 0 \n", "2 {u'count': 5, u'average': 5} 1361316600000 0 \n", "3 {u'count': 8, u'average': 5} 1364423400000 0 \n", "4 {u'count': 7, u'average': 4.57000017166} 1366151400000 2 \n", "\n", " yes_rsvp_count id \n", "0 17 89769502 \n", "1 61 98833672 \n", "2 47 102502622 \n", "3 62 106043892 \n", "4 54 107740582 " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "events_df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And similarly the last few using ``tail``:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " created name \\\n", "18 1423955223000 DataPhilly: March Meetup \n", "19 1426720048000 DataPhilly: April; Philly Tech Week Edition \n", "20 1442763491000 DataPhilly October \n", "\n", " rating time waitlist_count \\\n", "18 {u'count': 3, u'average': 4.67000007629} 1426802400000 0 \n", "19 {u'count': 9, u'average': 5} 1429221600000 19 \n", "20 {u'count': 6, u'average': 4.82999992371} 1445551200000 7 \n", "\n", " yes_rsvp_count id \n", "18 114 220526799 \n", "19 115 221245827 \n", "20 139 225488147 " ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "events_df.tail(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see that the ``yes_rsvp_count`` contains the number of people who RSVPed yes for each event. First let's look at some basic statistics:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(1355, 64.523809523809518, 17, 139)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "yes_rsvp_count = events_df['yes_rsvp_count']\n", "yes_rsvp_count.sum(), yes_rsvp_count.mean(), yes_rsvp_count.min(), yes_rsvp_count.max()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "When we access a single column of the ``DataFrame`` like this we get a ``Series`` object which is just a 1-dimensional version of a ``DataFrame``." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "pandas.core.series.Series" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(yes_rsvp_count)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can use the built-in ``describe`` method to print out a lot of useful stats in a nice tabular format:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "count 21.000000\n", "mean 64.523810\n", "std 28.212797\n", "min 17.000000\n", "25% 47.000000\n", "50% 61.000000\n", "75% 69.000000\n", "max 139.000000\n", "Name: yes_rsvp_count, dtype: float64" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "yes_rsvp_count.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next I'd like to graph the number of RSVPs over time to see if there are any interesting trends. To do this let's first ``sum`` the ``waitlist_count`` and ``yes_rsvp_count`` columns and make a new column called ``total_RSVP_count``." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "0 17\n", "1 61\n", "2 47\n", "3 62\n", "4 56\n", "5 46\n", "6 77\n", "7 64\n", "8 50\n", "9 67\n", "10 69\n", "11 69\n", "12 39\n", "13 60\n", "14 44\n", "15 41\n", "16 70\n", "17 140\n", "18 114\n", "19 134\n", "20 146\n", "Name: total_RSVP_count, dtype: int64" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "events_df['total_RSVP_count'] = events_df['waitlist_count'] + events_df['yes_rsvp_count']\n", "events_df['total_RSVP_count']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can plot these values using the ``plot`` method" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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EAAAAAMgq9v5GlKn1dmu5R7NsgdqWox2WY5phZweCIwAAAABA1jBNU7UNBEcX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\nrGRO+tFJ/pChd3e1bWqYaWwWi3412q2rj29b0vPseo/u/6xB+/0R3bC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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "events_df['total_RSVP_count'].plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The plot method utilizes the ``matplotlib`` library behind the scenes to draw the plot. This is interesting, but it would be nice to have the dates of the meetups on the X-axis of the plot.\n", "\n", "To accomplish this, let's convert the ``time`` field from a unix epoch timestamp to a python ``datetime`` utilizing the ``apply`` method and a function." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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creatednameratingtimewaitlist_countyes_rsvp_countidtotal_RSVP_count
01351948193000Meet and greet{u'count': 3, u'average': 5}13529340000000178976950217
11357781071000DataPhilly January 2013 Meetup - An Introducti...{u'count': 6, u'average': 4.17000007629}13595886000000619883367261
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" ], "text/plain": [ " created name \\\n", "0 1351948193000 Meet and greet \n", "1 1357781071000 DataPhilly January 2013 Meetup - An Introducti... \n", "\n", " rating time waitlist_count \\\n", "0 {u'count': 3, u'average': 5} 1352934000000 0 \n", "1 {u'count': 6, u'average': 4.17000007629} 1359588600000 0 \n", "\n", " yes_rsvp_count id total_RSVP_count \n", "0 17 89769502 17 \n", "1 61 98833672 61 " ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "events_df.head(2)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import datetime\n", "def get_datetime_from_epoch(epoch):\n", " return datetime.datetime.fromtimestamp(epoch/1000.0)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "0 2012-11-14 18:00:00\n", "1 2013-01-30 18:30:00\n", "2 2013-02-19 18:30:00\n", "3 2013-03-27 18:30:00\n", "4 2013-04-16 18:30:00\n", "5 2013-06-05 18:30:00\n", "6 2013-08-20 18:30:00\n", "7 2013-09-26 18:30:00\n", "8 2013-10-23 18:00:00\n", "9 2013-11-18 18:00:00\n", "10 2014-01-29 18:00:00\n", "11 2014-03-12 18:00:00\n", "12 2014-04-16 18:00:00\n", "13 2014-05-21 18:00:00\n", "14 2014-10-07 18:00:00\n", "15 2014-11-06 18:00:00\n", "16 2014-12-16 18:00:00\n", "17 2015-02-19 18:00:00\n", "18 2015-03-19 18:00:00\n", "19 2015-04-16 18:00:00\n", "20 2015-10-22 18:00:00\n", "Name: time, dtype: datetime64[ns]" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "events_df['time'] = events_df['time'].apply(get_datetime_from_epoch)\n", "events_df['time']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next let's make the ``time`` column the index of the ``DataFrame`` using the ``set_index`` method and then re-``plot`` our data." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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N7ce+2SytW8riyT9kOZTtav942hKQSiq9MgxDz4VVKV2dn6wsly3a\nUwTQBUIlAAAAAIhjpZXm/kNTshxKc8bXRz2rxaIrw6qV1h9q0Y7jPn1Y6zeN31CQEs2pAehGfP2k\nAQAAAACYlMb51rc2V4eFStuPevWrPY2msaJcp0an2aM5LQDdIFQCAAAAgDhV6wnqvRqfaSxeQ6Vx\nGXaNSW/f1hYwpL0nzVVKN04YFO1pAegGoRIAAAAAxKkt1R4FO1yPS7crb1D89hsKb9jd0eShDl0w\nxBHF2QD4NIRKAAAAABCnwvspFeXFV4PucOF9lTq6kV5KQL9DqAQAAAAAccgTMLTtqDlUitetb21y\nU2yaPLRzNdI5aba4O9EOSASESgAAAAAQh3Yc88odMELX2clWnZsZ/02su9oCd8P4FFktlhjMBkB3\nCJUAAAAAIA6VhJ/6lpckywAIXuaNSFJSh7ZQ2S6rrsw//bY4ALFDqAQAAAAAcSZoGNpcFb71bWBs\nD0t3WvXdqenKdFqUm2LVj2ZkyGGN/7AMGIjivzYSAAAAABLMB7V+1bS0n/vmsls0NWtghEpSa8Pu\ny0ckseUN6OeoVAIAAACAOFNaad76VjjMKadtYAUwBEpA/0eoBAAAAABxJryfUlFefJ/6BiA+ESoB\nAAAAQBw50hTQwfpA6NpmkS7JGThb3wDED0IlAAAAAIgjJWFb3yYPdSjdyUc7ANHHTx4AAAAAiCOl\nYVvfZuey9Q1AbBAqAQAAAECcqPcG9W6NzzRGPyUAsUKoBAAAAABx4s1qrwJG+/WYdJuGD7LFbkIA\nEhqhEgAAAADEidKwfkpFbH0DEEOESgAAAAAQB7wBQ28e9ZrGZrP1DUAMESoBAAAAQBzYedwrt799\n79vQZKsmZtpjOCMAiY5QCQAAAADiQGmVuUppVq5TVoslRrMBAEIlAAAAAOj3DMOgnxKAfodQCQAA\nAAD6uX11fh1rCYauk23SRdnOGM4IAAiVAAAAAKDfKwmrUpoxLElJNra+AYgtQiUAAAAA6OdKK839\nlIryqFICEHuESgAAAADQj1U2BbS/3h+6tkqamUM/JQCxR6gEAAAAAP3Y5irz1rcLhjqUmcRHOQCx\nx08iAAAAAOjHSqo49Q1A/0SoBAAAAAD9VIM3qF3Hfaax2fRTAtBPECoBAAAAQD+19ahXAaP9enSa\nTfmp9thNCAA6IFQCAAAAgH6qpNK89W02W98A9COESgAAAADQD/mChrZWe01jRXmESgD6D0IlAAAA\nAOiHdh33qcnfvvdtcJJF5w9m6xuA/oNQCQAAAAD6odKwrW+zcpNktVhiNBsA6IxQCQAAAAD6GcMw\nVFJlDpWK6KcEoJ8hVAIAAACAfqaszq+j7mDoOskmTct2xnBGANAZoRIAAAAA9DOlVeYG3TOynUq2\ns/UNQP9CqAQAAAAA/UxJWD+l2Zz6BqAfIlQCAAAAgH6kujmgsjp/6Nqi1ibdANDfECoBAAAAQD9S\nGtage9IQhwYn8dENQP/DTyYAAAAA6EfC+ykV5dGgG0D/RKgEAAAAAP1Eoy+oncfCQiW2vgHopwiV\nAAAAAKCfeOuoV36j/To/1aZRafbYTQgAukGoBAAAAAD9RPipb1QpAejPIhoqGYah22+/Xc8++2xo\nzOfzqbi4WIWFhSosLNTy5csVDAbP+HUAAAAAGIj8QUNvVpu3vs2mnxKAfixidZSBQEDFxcUqKSnR\nvHnzQuMrV65UaWmpVq1apaamJt1zzz1KTU3VN77xjTN6HQAAAAAGondqfGr0te99y3BaNGmII4Yz\nAoDuRaRSqaKiQjfffLM2bdqk9PT00LjH49GaNWu0ZMkSTZ48WTNnztTdd9+t1atXn9HrAAAAADBQ\nhW99m5WbJJvFEqPZAMCni0iotGvXLo0fP15r165VampqaHzv3r1yu92aMWNGaGzatGmqqalReXn5\np74OAAAAAAORYRgqraKfEoD4EpHtb/Pnz9f8+fM7jVdXV8vlcpmCpuzsbElSVVWVTp482e3ro0aN\nisR0AQAAACCmPqoPqKq5vZes0ypNH0Y/JQD9W1RPf3O73XI6zT8Y2669Xu+nvg4AAAAAA1FJWJXS\n9GynXHa2vgHo3yLWqLsrycnJncKhtuvk5ORPfb07c+YU9skc++o5iC+se+Ji7RMXa5+YWPfExdon\nrnhZ+2+//Ybp+rZLJ2rOJaNjNJv4Fy/rjr7H2kdXVCuVcnNz5Xa71dzcHBo7duyYJCknJ+dTXwcA\nAACAgeZwnVvbK+pC1xaL9Lnz+fwDoP+LaqXSxIkT5XK5tG3bNs2dO1eStH37dmVlZSk/P1/Z2dnd\nvt6dTZu29mpubWlmb5+D+MK6Jy7WPnGx9omJdU9crH3iiqe1f/Gg23R9fqZdZe+8o7IYzSeexdO6\no2+x9pHTXfVX1Le/LVy4UMuWLVNaWpo8Ho9WrFihW2+99YxeBwAAAICBpqTS3E9pdh6nvgGID1EN\nlSRp8eLF8nq9WrRokZxOp6677jotWrTojF8HAAAAgIGi2RfUjuPmvrJFuYRKAOJDxEOljRs3mq6d\nTqeKi4tVXFzc5fs/7XUAAAAAGCjeOuqVL9h+PWKQTaPTbLGbEAD0QFQbdQMAAAAA2pVWmauUZuc6\nZbFYYjQbAOgZQiUAAAAAiAF/0NCWKnM/pSL6KQGII4RKAAAAABADu0/4VO8zQtfpDosuGOKI4YwA\noGcIlQAAAAAgBsJPfZuZmyS7la1vAOIHoRIAAAAARJlhGJ1Cpdm5zhjNBgDODqESAAAAAETZxw0B\nHWluP/bNYZUuziFUAhBfCJUAAAAAIMrCq5QuynYqxc7HMwDxhZ9aAAAAABBlpeGnvuVy6huA+EOo\nBAAAAABRdLwloD0n/aYx+ikBiEeESgAAAAAQRVuqvKbriZl2ZblsMZoNAJw9QiUAAAAAiKLwfkpF\neWx9AxCfCJUAAAAAIErcfkNvHzNXKs2mnxKAOEWoBAAAAABRsu2oV95g+3VeilVj09n6BiA+ESoB\nAAAAQJSEb32bnZski8USo9kAQO8QKgEAAABAFAQMQ1uq6acEYOAgVAIAAACAKNhd41Od1whdpzos\nmjzUEcMZAUDvECoBAAAAQBSUVpkbdM/MccpuZesbgPhFqAQAAAAAEWYYRud+Smx9AxDnCJUAAAAA\nIMLKGwM61BQIXdstUuEwZwxnBAC9R6gEAAAAABEWXqV0UbZTgxx8HAMQ3/gpBgAAAAARVlIVtvUt\nlyolAPGPUAkAAAAAIuhES1B7TvhNY/RTAjAQECoBAAAAQARtrvLI6HA9IcOuYS5bzOYDAH2FUAkA\nAAAAIqg0bOtbEVVKAAYIQiUAAAAAiJAWv6Htx7ymMfopARgoCJUAAAAAIEK2H/PKE2i/znVZNT7D\nHrsJAUAfIlQCAAAAgAgpqQw79S0vSRaLJUazAYC+RagEAAAAABEQMAxtDuunNDuXfkoABg5CJQAA\nAACIgD0n/Kr1tp/7lmq3aEqWI4YzAoC+RagEAAAAABFQElalVJjjlN3K1jcAAwehEgAAAABEQGlY\nP6WiPLa+ARhYCJUAAAAAoI9VNPpV3th+7JvNIl08zBnDGQFA3yNUAgAAAIA+VlLpNV1PzXIozcnH\nLwADCz/VAAAAAKCPlXLqG4AEQKgEAAAAAH2o1hPU7hqfaWw2/ZQADECESgAAAADQh7ZUeRTscF2Q\nYVduii1m8wGASCFUAgAAAIA+VNJp6xsNugEMTIRKAAAAANBHPAFD246am3Sz9Q3AQEWoBAAAAAB9\n5O1jXrUE2q+zXVZNyLDHbkIAEEGESgAAAADQR0orO5/6ZrFYYjQbAIgsQiUAAAAA6ANBw1BplXnr\nWxH9lAAMYIRKAAAAANAHPjjp1wlP+7lvKXaLpmQRKgEYuAiVAAAAAKAPhJ/6VjjMKaeNrW8ABi5C\nJQAAAADoA536KXHqG4ABjlAJAAAAAHrpcJNfBxvaj32zWaSZOWx9AzCwESoBAAAAQC+VVJobdE8e\n6lCak49bAAY2fsoBAAAAQC+Fb30rYusbgARAqAQAAAAAvVDnDerdGp9pbHYuoRKAgY9QCQAAAAB6\n4c0qj4Idrsem2zR8kC1m8wGAaCFUAgAAAIBeKKky91OiSglAoiBUAgAAAICz5AkYeqvaHCrRTwlA\noohJqFRTU6PvfOc7Kiws1MyZM7VkyRLV1tZKknw+n4qLi1VYWKjCwkItX75cwWDwU54IAAAAANG3\n87hX7oARus5KturcTHsMZwQA0ROTUGnp0qU6dOiQfvOb3+jXv/61ysrKdO+990qSVq5cqdLSUq1a\ntUqPPvqoXnzxRT3xxBOxmCYAAAAAdKsk7NS3WblOWS2WGM0GAKIrJqHSW2+9pa985SuaOHGizj//\nfH31q1/V5s2b5fV69dxzz2nJkiWaPHmyZs6cqbvvvlurV6+OxTQBAAAA4LSChqHNVWx9A5C4YhIq\nTZ48WS+99JIaGxvV2Niol19+WRdccIH27t2rlpYWzZgxI/TeadOmqaamRuXl5bGYKgAAAAB06cNa\nv463tLfqcNksmprljOGMACC6YhIqrVixQgcPHtSMGTM0Y8YMHTx4UCtXrlRVVZVcLpdSU1ND783O\nzpYkVVVVxWKqAAAAANCl0rCtbxfnOJVkY+sbgMQRk1DpnnvuUWpqqp5++mn95je/UWpqqu655x61\ntLTI6TQn+23XXq+3q0cBAAAAQEyUVJlDpdm5VCkBSCwWwzCMT39b39m5c6duuOEGrV+/Xvn5+ZKk\nI0eO6IorrtCjjz6qJUuWaOfOnaH3t7S0aMqUKVq9erWmT58ezakCAAAAQJcO1jRr7IN/DV1bLdLR\nH/2jhg4iWAKQOKJeqVRZWSmXyxUKlCRp+PDhGjx4sD7++GO53W41NzeHXjt27JgkKScnJ9pTBQAA\nAIAuvfS+uT1H0ZghBEoAEo492l9w9OjRcrvdOnz4sEaMGCFJOn78uGpra3XRRRfJ5XJp27Ztmjt3\nriRp+/btysrKMoVQXdm0aWuv5jVnTmGfPAfxhXVPXKx94mLtExPrnrhY+8QV6bV/uvSk6frCFC//\nnvUD/J5PXKx95LT92nYl6qHSpEmTVFhYqHvuuUff//73ZbFY9PDDD+vCCy/U9OnTtXDhQi1btkxp\naWnyeDxasWKFbr311mhPEwAAAAC61OAN6p0an2msKI8qJQCJJ+qhkiT9/Oc/18MPP6w777xTwWBQ\nRUVFWrp0qSwWixYvXiyv16tFixbJ6XTquuuu06JFi2IxTQAAAADoZEu1V4EOnWnPSbNpxKCYfLQC\ngJiKyU++9PR0Pfjgg12+5nQ6VVxcrOLi4ijPCgAAAAA+XWnYqW9FeUkxmgkAxFbUG3UDAAAAQLzy\nBgxtrfaaxmbnEioBSEyESgAAAABwhnbVeNXsb9/7NiTJqvMGs/UNQGIiVAKAPvBRvV+vH2mRu8P/\nZAIAgIGnpNJcpTQr1ymrxRKj2QBAbBGpA0AvvVru1iM7GxQwpFyXVY8WDdbwQbZYTwsAAPQxwzDo\npwQAHVCpBAC98F6NT8tPBUqSVOUO6tulJ3W8JRDbiQEAgD63r86vY+5g6DrZJk3LdsZwRgAQW4RK\nAHCWjroD+sFbdQrf8XakOajvlNaqzhvs+kYAABCXSivNVUozhjmVZGPrG4DERagEAGfBEzB079Y6\nnfB0HRwdbAjons21avYRLAEAMFCUVpn7KRVx6huABEeoBAA9ZBiGfrqrQR/U+k3jw1zmH6kf1Pq1\n5M06eQI07wYAIN5VNQdUVtf+336rpJmESgASHKESAPTQ8wfc+ktFi2lsVo5Tq68YqqlZDtP4rhqf\n7nurTv4gwRIAAPEsvEH3BUMdykzi4xSAxMZPQQDoge1HvfrF7kbT2KhUm+6dnq5ku0UPFWbovMHm\ngzW3VHv1wNv1ChgESwAAxKvwfkqzc2nQDQCESgBwhg43+XX/tjp17JKUarfowcIMpTpaf5ymOKxa\nPjNTY9Jtpnv/etijlbsaZBAsAQAQdxp9Qe087jONFeWx9Q0ACJUA4Aw0+4Ja+madGnztoZBF0g+m\np2tUmrkyKd1p1YpZmRoxyBwsrfukRf/9fhPBEgAAcWZrtVcdWySOSrUpP9V++hsAIEEQKgHApwga\nhh7Y0aCDDQHT+KLzB522QWdWsk0rZ2UqO9n8Y3bN/mY9va85YnMFAAB9L7yf0myqlABAEqESAHyq\npz9s1qawPgpXjEjSjQUp3d6XN8imlbMzleG0mMZ/vbdJLxwgWAIAIB74g4berPKaxoo49Q0AJBEq\nAUC3Nh3x6H8+aDKNFWTY9d2p6bJYLKe5q93oNLt+OitTg+zm9z72XqNeLXf36VwBAEDf23Xcp0Z/\n+963TKdF5w9h6xsASIRKAHBaB+v9+vGOetNYhtOiBwozlGz/9ECpzbmZDv1kZoaSzC2W9JMdDXr9\nSEtfTBUAAERI+Na3WblJsp3BHywBQCIgVAKALtR7g1q6tU7uDn8yabNIyy7OUG6KrZs7uzZ5qFMP\nXJyhjllUUNKPttXrraOe094HAABixzAMlVTSTwkATodQCQDC+IOGfrS9XoebzI25v3VhqqZkOc/6\nuRfnJOm+6emmH7x+Q/r+1jq9V+M97X0AACA2DtT7Ve0Ohq6dVmlG9tn/vwAADDSESgAQ5ld7mrTt\nqDnk+dzoZC0Y4+r1sy8bkazvTk0zjXkC0ne31Glfra/XzwcAAH2npNL8/wPThzl7tAUeAAY6QiUA\n6OC1ihat2W8+me2CIQ79x+S0M2rMfSb+32iXvnVhqmms0W/o7s21+qTB3ydfAwAA9F54PyVOfQMA\nM0IlADjlg5M+PbLT3Jg7O9mqZReny2nr2z+VvH5cir4+cZBprNZr6Nuba1XVHDjNXQAAIFqOugP6\nsLb9D3ssam3SDQBoR6gEAJJOtAT1/bfq5P3/7N13eFRl2gbw+0yvmVQIgRACoRfpoaOAiuAu2Av2\ngmUtn411dW1YdxXdteCi66orrig21gUsYKNJR3oLkAaBtJlMr+f7I0LmzCShJJl6/67Ly2tOMslL\nZs6c9zzv8z5PQ9kEqGTAM4UmZGhOvzD3qbiupw5XFEi31FU6A7hvlRnVLgaWiIiIoml1SJZSn3QF\n0jW8fSIiCsZPRSJKet6AiMfWWVAZVIgTAB4caETvNGWb/V5BEHBnXwMuzNNIjpfb/XhgtRl1nkAT\nzyQiIqK2FlpPiVvfiIjCMahEREnv71ut2FYjLZJ9eTctJndueWHukxEEAQ8MNGJCR+lE9UCdH7PW\nmOHwMrBEREQUaXZvAJsqpUGl0R0YVCIiCsWgEhEltUUHnfjvIZfk2NAsJW7va2jiGa1PLgh4dEgK\nRuojfoYAACAASURBVLSXtijeWevDI2stcPvFiI2FiIiIgHXHPPAFXX476eXIM7TNdngionjGoBIR\nJa0VB6rxt61WybEcnQxPDjNBIYtsu2ClTMDTw00YmCHdbrepyosn11vgCzCwREREFCkrj0jrKY3u\noGq1LrBERImEQSUiSkoltQ5c8v4GBCcBaeUCnhuRihRVdD4a1XIBz48woVeqQnJ8VYUHz2+qQ0Bk\nYImIiKitWTwBrAgJKrGeEhFR4xQn/xYiosTi8om46L0NqLRJayU8OiQFXVOi+7GoV8rw4qhU3L2i\nFoesDR3gvitzQ6ew4f6zDFwppdPiC4gwewKwuEV44ijjTS4AXVMUEc8aJCL68oATwU1YszQy9E1v\nu8YdRETxjEElIkoqoijir1vqsKlMugJ5Q08dxuXExiqkSSXDy6NScdeKWhx2NBTqXnTICb1SiGi9\nJ4o9voCIOk99oKjWHYD5+H8nHtd/zeyuf2z1xk8gKVS6Woa549KQo2cdEyKKDLdfxGcHHJJjl3bT\nMcBNRNQEBpWIKKks2O/AsrLQlHYVbuilj9KIGpeplePl0Wm4a0UtqlwNgaX/7HPAoBRwTY/YGi+d\nuYD4W5BIEhj67f+/Ha/97WtmdwB1HhHxGyY6PTXuAN7YbsOzhaZoD4WIksQ3pS6YPQ2fsnqFgN93\n0URxREREsY1BJSJKGmuPujFvh11yrItRjj8PSYEsBreU5ejleHlUKu5eWQtL0AT3rZ126BUCLuqq\ni+LoqCkBUYTNK0qCQxZP0GOPNLvI4hYROPmPTVqrK9yocQWQrmEZSCJqWwFRxMf7pVlKv+uihV7J\nzx8ioqYwqERESaHU5sNT6+skN++pWiWeKzRCF8OTxS4pCrw0KhX/t9IMe1Bv41e22qBXynBeLldP\n25r4W5DIfCIYJJ4IDNUHjBq2nR1/7I+hVCIBQIpKQKpaBq089oKnjSmz+WH77f3uF4FvS124sjuD\nqETUtlZVeFBqayimJBeAS7tpozgiIqLYx6ASESU8uzeAR9ZaTtykAoBMAD6+djC0xw5GcWSnpmeq\nEi+MMOHBNWa4gwqHPr+pDlq5gLExUgsqXoiiCKvbh3K7D7VusZGaROHZRb4YChIBQIqyPkiUqpYh\nVSVDmlqGVLUQ8rj+/0alEHe1QD7a58CbO2wnHi8uceKKAi2L1BNRm1qwT5qlNKmTBu20rOlGRNQc\nBpWIKKEFRBFPb6xDcVAnNQD4y9Q+OK9nO6yIg6ASAJyVqcIzw0340y+WEwEOvwg8ucGCv4xIxdB2\nqugOMMqcPlFSd0hah0hal8jyvyVw+2Jrw5lB0RAkSlMLSFXJgh7/FiRS1QeOTCpZ3AWJTtf5uRq8\ntdN2IuOr2OrHjlof+rH7EhG1ke01Xmyr8UqOXVnADEkiopNhUImIEtq7u+1YXeGRHDu3kxoPnN01\nSiM6c4Xt1XhsaIpkG583ADy61oI5o1OT7oZ7W7UXr22z4qDVJ8ngigU6hfBbIEiQBIcagkUC0oIC\nR8oEDxKdrnSNDKOyVVhxpOHcXVLsTLr3OBFFzkchWUrD26nQzcRbJSKik+EnJRElrB/LXXh/j3SS\n2DNVgVmDUuJ2G805HTVw+ET8ZbP1xDGnX8SsNWa8OiYVBabkuOl2eAN4dK1Z0qGnLWnlwontZcHB\noPqtZtKtaKlqGdRxUrsolk3N00qCSsvL3birfwA6RezWQCOi+FRq82HlEWln2KtYx42I6JQwqERE\nCanI4sPzm6ySY2lqAc8MN8X9Df/UPC3sXhGvb2+oOWPzinhgtRmvj01DriHxP9o/O+BsUUBJo5DB\npATS1DKYggJFjW09S1XJoFHE93smHg1vp0KGRoZqV31entMn4sdyN6bksWguEbWuT/Y7EXxF6W5S\nYHBmcizSEBG1VOLfeRBR0rF4AnhkrRnOoBZcCgF4ergJ7XWJUXDz8gId7D4R7+62nzhW6xZx3yoz\n3hibljD/zsbYvAEsCGn5rJRBkkWUppbBpBIkBauPB4umnjMcepUcK1eui9K/gE6FQiZgcq4GHwZt\nSVlc7GJQiYhaVa07gKUlTsmxKwt0cZvRTEQUaQwqEVFC8QVEPLHOgiMOaSHmewcYMSAjsYpZ39BT\nB7s3gE+KGibDx5wB3L/ajNfGpCFdk5jbhD4rcsLqbQgYGhQCPj4vA0bVqf17DWpe+uLFlDxpUGlb\njRclVh86G/kaElHr+OKAA56gKUN7rQzndGRXVSKiU5WYdxxElLTe3GHDpipp95ZpXbSYlp942Q2C\nIOAP/QyYmqeRHC+1+fHgajOsntjqcNYarJ4APi6SZildXqA75YASxZdcgwJnZUi3oCwucUVpNESU\naFw+EV8clGYpXdZNl/AdNomIWhNn4USUMJaWOLGwSDo5HJChxD0DDFEaUdsTBAEPDjTinBzpqur+\nOh9m/WKGw5dYgaWFRQ7YgrKUjEoBl3ZLvIAhNQgNmn5T4oIvEJkC7USU2JaWOGHxSDNfLwz5zCEi\nouYxqERECWFnjRdztkgLc7fTyjB7mCnh27XLBQF/HpqCwvbS7X07anz481oL3P7EuAG3egJhQcMr\nCnQwKHkpS2TjczTQBRVKr3EH8MtRTzPPICI6Ob8oSraPA8C0fC10vKYQEZ0WfmoSUdyrcvnx53UW\nSU0ElQx4ttCUsHWFQillAp4eZsKAkK1CGyq9mL3BkhCZHR/vd8Dua/h3pCgFXNKVWUqJTqsQMLGT\nNBNvcbGzie8mIjo1Kw67UW73n3isEIBLmPlKRHTakuNui4gSlscv4rG1FlS5pNu8/jgoBT1Tk6sd\nsEYh4C8jTOiZKi1ivOKIB3/ZbEVAjN/AUp0ngE8PhHTn6a6DnivKSWFqSMe3X456UOXyN/HdRETN\nE0UxrIvoebkaZGoSt3MqEVFb4WyciOKWKIp4ZasVO2p9kuNXFehwbm5y1kTQK2V4cWQq8ozSifE3\npS68u9sepVG13Mf7HXAEZSmZVAIuZpZS0uidqkB+0HvaL9bXViIiOhNbq73YGTJ3uLJAF6XREBHF\nNwaViChufX7QicXF0hvL4e1UmNlXH6URxYZUtQwvj0pFB530I37+XgeKLL4mnhW7zO7wLKWru+ug\nU/ASliwEQQjLVlpS4oIYx9l3RBQ9oVlKI9ur0CVF0cR3ExFRczgjJ6K4tLnSg9e32STHOurleGJo\nCuRCYhfmPhVZWjleGZ2GdHXDx7xfBP6yuQ7+OLsRX7DfAWdQllKaWsD0fK4oJ5vzcjUIqteNUpsf\n22q80RsQEcWlYqsPqyqkxf6ZpUREdOYYVCKiuHPE7sfj6y0IbmqmVQh4vtAEo4ofa8fl6OV4YKBR\ncmy32YfPD8RPkeNadwCfH5CuKF9VoIdWwcBhsklVyzCmQ2jBbm6BI6LT83FIllKvVAUGZiZXDUYi\notbEuy8iiitOn4hH11pg8UizbR4bksLU9UaM7aDG+Bzpjfg/d9pR4YiPIscf7XMguB5zulqG6fms\npZSspuRJa6X9UO6Cwxto4ruJiKSqXX58UyoNRl/ZXQeBGc5ERGeMQSVKGr6ACLObNx/xTBRFvLCp\nDvvrpHWBbu6lD8tgoAb3DjDAEJTZ4/SLePlXa8zXo6lxBfDFQemK8tXdddAwSylpDWunQpa2Yeri\n8gPfl7ujOCIiiiefH3AiOA7dQSfDOM4fiIhahEElSgp7zF5c8V01fr+0Cn/6xQwbV7bj0of7HPjh\nsPQGclwHNa7tyVoIzcnUyHF7P4Pk2C9HPTF/M/6ffXa4g7KUMjQyTGOWUlKTCwIuCOnsuLg4frZz\nElH0OHwBfHlQ+nlxeTcdFDIuVBARtURUgkp+vx9z5szBmDFjMGzYMNx3332ora0FAHi9XsyePRuF\nhYUoLCzEiy++iECAAQA6czWuAB75xYJKZ/37aFWFB/esMKPKFR/bf6jemgo33t5plxzLT5HjkSFG\nyJi2flIX5mkwIENaM+LVbVbUeWLz87XK5Q+b/F/TXQe1nK91spsS0gVuR60Ph+rir6shEUXW0mIX\nrN6GDN0UpRD2eUJERKcvKkGlOXPm4IsvvsCcOXPwwQcfoLi4GI899hgA4OWXX8aqVavw9ttv429/\n+xsWLVqEefPmRWOYSSXWt8GcKV9AxBPrLah0SW+c99f58Iefa7G/yt7EMymWFFt9mL2hDsHv0hSl\ngOcLU9lW/hTJBAEPDTRCGfTnqnWLmLvd1vSToujDvQ4Ex7uyNDJc2IWTf6ovQD8opKju4hJmKxFR\n03wBER8XSbdTT8/XsukDEVEriPjdmM1mw/z58/Hkk0+isLAQvXr1wh//+EccOHAANpsNCxYswMMP\nP4wBAwZg5MiRePDBBzF//vxIDzNpbKz04Ipvq3DFd9VYdyy2t8KciTe22/BrdeMtp484Ahj12kps\nLDVHeFR0OqyeAB5Za4E9qKW8XACeGm5Cjl4exZHFnzyjAtf10EuOLSlxYWOlp4lnREel04+vDoVk\nKfVglhI1mBqSXfBNiQveQGIujhBRy/102I0KR8NKhUoGXNyVW+eJiFpDxINKGzZsgEwmwznnnHPi\nWGFhIZYsWYL9+/fD6XRi2LBhJ742ZMgQVFdXo6SkJNJDTXi17gAeW2vBEUcAFY4AnlpfB3sC1Rr6\nttSFz0Jap4euSFXaPDj7zdXYcCy2bqqpnl8U8fTGOpTapFsV7+hrwJAsVZRGFd+u7qFDvlEajHtp\nixVuf+zckIdmKbXTysKCCJTcxueoJcXnzR4RqysSb2GEiFpOFEUs2C/NUjo/V4N0DTOdiYhaQ8Q/\nTYuLi9GhQwd8//33mDZtGsaNG4dHH30UNpsNR48ehVarhcHQUFA2KysLAFBRURHpoSa8f+6ywRaU\n/WH1ivjvocTYQrDX7MVfN9dJjrXXyvDhpHRMDinyanP7MWuNGd+XS1vMUvS9s8uOX45KA36TczW4\nrBsDDGdKKRPw0KAUBIdXy+1+vLs7NraCHnX48VVI4eVre+ihYpYSBVHLBUwK+SxfUszPcCIK91NR\nNfaYpXXXrihglhIRUWuJeFDJbrfj2LFjePPNN/HII49gzpw52LlzJ+6//364XC6oVNLsg+OPPR5m\nkrSmfWYv/ncofAL+8X5nTGUsnAmLJ4A/r7NIMh1UMuCZQhMyNXL8abARV3WXTiZ8IvDU+jp8dsAB\nig3Ly1yYv1f6evROU+CBgUYILMzdIv3SlZge0kXt4/0O7DM3vlU0kj7c55C0e87WyjAlT9P0Eyhp\nTQ15X6w96kGlMzkaMIiiiHd323HLDzV4ZoMFayrc8HH7H1GjXvyxSPJ4dLYKnY2KKI2GiCjxRPwT\nVaFQwG6344UXXkCPHj0AAM899xwuuugijBgxIix4dPyxRtP8TcXYsYWtMr7W+jmxTBRF/HnuajQ2\n/axxB1CkzsZtI7tEelitwh8QccHbv0j2zQPAvMsG4obhuScejxsHDP2pCA/8d+eJYyKAv2+1wdiu\nA2ZP7snARRRtKbfgr4tXSo5lG9X47u6x6Ghq3SylZDjnG3PWMC/W/fVHlFvqg8t+EXizKIBf7hkO\neZTaKxfXOLD4q+8lx2Zf2A8TRuS1ye9L1tc+UYwRRby+92f8erg+KzUAYLcsCxeP7d7s8xLhdX9r\nTTHe3b0VALDX4sO3ZW5k6JS49KwcXDUoB2PzMyBjm/QwifDa0+nZUWHFkl3HJMdeuGQoxnTNiNKI\nKJJ4zicvvvaRFfFMpXbt2gEACgoKThzLz88HUB9AcjqdcDgashMqKysBAO3bt4/gKBPbp1uP4OcD\nNU1+/a8/FMHnj8/aSo8u2Y3v9lZJjt05qoskoHTc/eO74YOrB0ERMvF+Ztk+zFy4NW7/BvGu0ubG\n9HfXwxmUrqKSy/D5DUNbPaCUzFI0Ssy9uL/k2IZSC15dcSBKIwKeW74P3qBMyfx0HW4YFn7uEgGA\nIAi4KeSz/V/rShBI8Iwdq8uHx77eHXa82uHFvDXFOHvuGnR+Zhke+O8ObCw1J2x3V6JTMSckS2lE\nXhpG56dHaTRERIkp4plKQ4YMAQBs374dAwYMAADs27cPAHDuuedi3rx5WL9+PcaPHw+gvrB3ZmYm\ncnObv7FYsWJti8Z1PJrZ0p8T69x+EXcvq5Yc65euxO5aL46XVzpQ7cDTn6zApE7xteXkx3IX/rJe\nWkepf7oSl2Tam3xdrxlbiEy9Chf9ay1cQbsm/rm2BHtKKvD4UBM7TkWQLyDi/lVmFNdKt2H9X389\nfKX7sKK09X5XspzzzUkDcHaOGj8ebihw/MjinejoPIoOEe6sd9juxztrpZ9Nl+fJ8cvq9a3+u/ja\nJ46ungCUMpzYMllU7cAbi1ZiYGZ4If9Eed3f2WXDMVvzJQHKLS68/NMBvPzTAXTSyzGpkxoTO2mQ\nl6RbfhLltafTU+X0Y/4m6SLqlHZ+rFy5LkojokjhOZ+8+Nq3neayvyKeqZSbm4vJkyfj0UcfxZYt\nW7B9+3Y8/vjjOPvss9GtWzdccsklePrpp7Fp0yasWbMGc+bMwXXXXRfpYSasBfscOOpsyACRC8DD\ng4w4v7M0gPThXkdcrW4erPPh+U1WybEMjQxPDU+B8iRbACb3aoe/jU6DSSX9vhVHPHhgtRlWDzOW\nIuX1bTZsqZYGlC7O1+LCLsxQaiv3DDBIumi5/MDLv1ojfv5/sNeO4HJuOToZzs+Nr8A2RZ5JJcPY\nDmrJscUJXLC7yunHx/vDa80ZlU1f58rsfry3x4Frl9fg5h9q8J99dhx1JEftKUpunx5wSrJfO+rl\nGJujbuYZRER0JqLSS/OFF17A0KFDcdttt+GGG25Az5498dJLLwEAZs2ahVGjRmHmzJl44IEHMH36\ndMycOTMaw0w4Rx1+zN8n7fB0SVctOhsVuLq7TtINqqjOF9Z1K1ZZPQE8utYCZ9DEQSEAs4fVF+Y+\nFX3SlXh9bBraa6WnxNZqL+5eWYuqJCn+Gk3/O+TE5welXb8GZSpxV39DE8+g1pCpkeOOftK/8dpj\nHiwri1x79nK7D1+XSAMB1/fSh21NJWrM1Dxp0PnHwy7YvIm5GPDObrskqzZNLeCVUan48oJMPF9o\nwqROajR32dtn8eEfO+y47Ntq3LWiFl8ccMDsTsy/FSU3hzeA/4bMKa4o0ELOeplERK0uKnnQGo0G\nTzzxBJ544omwr6lUKsyePRuzZ8+OwsgS27ydNriDJqOpKgHX99QDAHINCpydo8YPQdtgPtznwMjs\n2F7RCYgint1YhzK7NOhzzwAD+mcoT+tn5RkVmDsuDQ+uMeNgXcPPO1Dnx50/12LO6FTkGpJz60Bb\n21btxcu/SjPNsrUyPDXMxMBCBEzN0+DbUhd+DcoSe22bFcPbq2BStf3aw7/3OCRZSp30cpwbZ9tv\nKXqGZCnRXis7kYXr9gPLy9yYlp9YGY4H6nxYGpKFdWMvPXTK+nN0dAc1RndQw+kTsbrCje/KXFh3\n1HNia3uordVebK324tVtNgzJUmFiJzXGdVBDr4zKeiNRq/pfsQu2oDe/SSVgcm5ifSYQEcUKzhyS\nxNbq8MyDW/sYYAy6YZzRQxfyHC+2Vsd2ttL7exxYHZJRNaWzBtPOcLtUllaO18ekoX+6NCBV4Qzg\nzp9rsas2+i3XE02l04/H1lkkNz5qOfBsoQmpan5ERYJMEPDQQCOC40dmj4g3ttna/HeX2nz4tlR6\no3wDs5ToNMgEAReEbOFeXOxs4rvj15s7bAjOKepskOPCvPBrnVYhYGInDV4YUZ/BNGugEYMzlWjq\njPKLwLpjHjy/yYppS6vw2DoLfix3we2Pny3wRMF8ARGfFEm3iV6Ur4VGwesKEVFb4B1bEgiIIl7d\nKr057G5SYEqedBLeI1WJ4e2kxU3n75VelGPJ6go33t0t3c7XK1WB+84yQmhBerNRJcPLo1MxOlv6\nt7B4RPzfSjPWHYvctqBE5/aLeHStBTUh2y8eHpSC7qmnl2lGLdPZqMC1v2UuHvd1qQsbjrVtYDk0\nS6mzQY6JnWI7Q5Jiz5Q8rSRostvsQ5HFF7XxtLaNlR6sDVlAua2v4aTB1xSVDBd20eJvY9Lw2eQM\n3N3fgN5pTWfcegLAT4fdeHx9HaYtrcKzG+uw9qgbvgTvqEeJ5ftyN44F1Q/VKGS4uKuumWcQEVFL\nMKiUBJaWuLA3ZHJ9d39Do/vKrwnJVvrlqAf7LbGXnVNq8+GZDdJOb6kqAU8Pb51ubWp5/c+aErL6\n7fSL+OMaC74rTdxCsJEiiiLmbLFit1n63rymhw4TufUpKq7urkN+irQgy0tb6uBqav9MC5VYfWHn\n0vU99ax5QactWyfHkCxpIDpRspUCooi526ULQwMylBiTHd7hrjmZGjku66bDvPHp+OjcdNzSW498\nY9MFmBw+Ed+UuvDQGgsu/roKL/9qxdZqDwJx1MSDko8oimHF7G8cnsvMZyKiNsRP2ARn9wbw1k7p\nZPScjupG2y0DwFkZSvRNl65ifhhj2UoOX31h7uC98nIBeGqYCe11rdcGXSET8MdBRlwbEmjzi8DT\nG+uwsCi2/i7xZmGRE1+HBBRGtFfh5t76Jp5BbU0pEzBrYIok4+OwI4B399ibfE5LvL/HLtnOk2eU\nYwKzlOgMhRbs/q7MBU8CbOH6rtSFfSELQ3f2M7QoI7ejXoHreurx/sQMvHtOOq7poUO2rukpodkj\n4suDTty1wozLv63Gm9tt2Gv2xlWXWEoOGyu9kvNFEID7xnWN4oiIiBIfg0oJ7t97HKh1N0z6VDLg\njr5Nd9MSBAEzuktv6n8od6PMFhvbCERRxAubrDhklRbmvqOvAYOyTm/V9lQIgoBb+xhwTyMdyF7b\nZsO8HTZOqs/AhmMevLlDGuzMNcjx+NAUZqlEWd90JS7uKr05/2S/A3vNrZuxeMjqC6vzdgOzlKgF\nxnRQw6hseP9YPCJWVcT3dmW3X8Tbu6RB3Qkd1eiT1nrbg7uZFJjZx4CPz83A3HFpuKSrFunNZHUc\ncwbw0X4HbvmxFtcur8F7u+0ojZE5AtFHIVlKF/XLRvcsdpElImpLDColsFKbLyyb5uruOmSfJJtn\nVLZKkhIfALBgf2xk5Xy034EfD0tvEiZ1UuOybm3b0ePSbjo8MTQFoTUeP9znwF82W1lv4jQctvvx\n5HqLpI6OXiHguUITDOw6FBNu7a1HO23Da+EXgRe3tO77/P3ddgT/tHyjHOd0ZJYSnTm1XAjrGri4\nOL63Kn9a5JDUhlEIwMw+bXODLAgC+qUrce8AIz49PwMvj0rFlM4aGJopblxi8+Nfu+2YsawGt/5Y\ngwX7HDjm9Df5/URtqcjiw/qQOoAPnVMQpdEQESUP3sElsDe22yQdtbK0MlzV/eRbi2SCgBk9pN+3\ntMSFKld0J4rrj3nw1g7pim23FEX9dp0IZDdM7KTBX0amQhtSs2lJiQv3rjQnVFHYtuLwBfCntWbU\neRvemAKAx4emIM/YdPFYiiydUob7zzJKju0x+/DZgdapUXOwzofvy6XB4Rt76SFjlhK10NSQBhTr\nj3lw1BGfQQ6zOxDWLOPirlrk6Ftvm3dTFDIBQ9up8PDgFHx5QSaeHW7COR3VUDfzq/eYfZi7w4bL\nvqnGPStqseigExZPoOknELWy0AXQ/ulKjMhLi9JoiIiSB4NKCWrdUTdWV0hXa+7sa4D2FNupTuio\nltRX8AaAhfujV/T0sN2Pp9ZbJPVXjEoBzxaaItoidlg7Ff4+JhUmlfR3bqvx4pYfa/D6NivsXk6i\nGxMQRTy30YqDddIbvFv76DEymxkqsWZUtjosc+idXTYctrf8Bv29kCylbikKjMvhe4BarnuqEj1M\nDQFqEcDXJfGZrfT+HjvsQStDBqWA63pGvuacSi5gbI4aTw0zYdHkTPx5SApGtlehqZ4YIoAt1V7M\n+dWK6UurMGuNGd+WuuDgtZHa0FGHH8vKpOf6ld3Z8Y2IKBIYVEpAvoCI10I6xfRPV2LCaWwtUcgE\nXFUgvRh/ecgJaxRWHV0+EY+tszSa3RKJFdtQvdKUmDsuLayoqV8EPily4prlNVhe5mKtpRAf7HHg\n5yPS7JRzOqoxg5O+mHVPfwMMQTVqXH7g5V+tLXpvF1l8+OEws5So7YRmKy0uccZdx7Iymw9fHpQu\n5FzbQ48UVXSnbTqlDOfl1mftfnlBJh44y4iBGUo0dfb6xfouss9srMO0r6vwxHoLVhx2J0QBdYot\nnx1wSrbV5xrkGH2aHRKJiOjMMKiUgL446ERxUCFrAcA9A06/U8yUPC3S1A3PcfpEfH4wstlKoiji\npS11YZ1vbumtR2H76GU25BoUmDsuDSPbh09Yql0BPLWhDvetMqPYyi1xALDiiBvv7JZuXSxIUeDh\nQZHZukhnJkMjx50hhf3XHfPgu7IzL378bsj7oLtJgbEdOPGn1jOpkwbBsZcKRwCbq1q30Hxbe2un\nXXKDnK2VhRXQjzaTSoZp+Vq8OjYNn56fgT/0M6BXatPbmN3++sYfj66zYPrSKrywqQ7rj3lYk5Ba\nzOYN4L+HpPPTKwp0XKwgIooQBpUSjNkdwLshnWKm5GnQM/X0O8Wo5QIu6ybNIvm0yAGXL3ITwM8O\nOPFtyA3s2A5qXNMj+tktmRo5XhhhwrOFJmRrw0+lTVVe3Ph9DebtsMEZwb9ZrDlU58MzG+skx0yq\n+q2Lp7odk6Jnap4GgzKlnx+vbbPC7D79rMV9Zm9YttqNvfQMLFKrMqpkYdspFxdHb/v26dpe4w1r\nSDGzrwHqpvabxYAsrRxXFOjw1tnp+HBSOm7upUdnQ9OZxDafiCUlLjyw2oxLvqnC3361YnuNlxm+\ndEa+OuSEI2ielaYWcH6upplnEBFRa2JQKcG8s8sOW9CFVacQcGvvM+8UMz1fC71C2qL5fxGanG+p\n8uCNkG18nQ1yPDLYGDM3oYIgYGwHNf49MQPX9tCFdYfzifUd4q5dXo2fDiffljirJ4A/rbVIpd7Q\nPgAAIABJREFUgmpyAZg9zIQOUdi6SKdPEAQ8ONAoyfyweMSwc/NUhGYp9UxVcHsCtYmpedKsnp8P\nu1Hr8DTx3bFDFEXMDTm3eqUqTmv7erTlGhS4vpceH0xMxztnp+Gq7jq0b2Th5bhad30W9J0/1+KK\n76oxb4cNRRZf0l0v6cx4AyI+LZLOSy/uqovpICwRUaJhUCmB7Ld48VVI+u/1PfVI15z5y2xQyjA9\nXzo5X7Df0ebp6secfjwR0nZe91vbeX0Mtp3XKATc2seA9yakY2hWeFbYMWcAj62rw6w1FpTZkmNL\nnF8U8eSGOpSHFHa+q78Bg7IYSIgnuQYFrg8pEPxNqSusdXNz9pi9WBnSPIBZStRWBmUq0SGo7p0n\nAPxnU3kUR3Rqfj7ixvYa6Va9O/sZ4nIbjyAI6J6qxB19Dfj4vAy8MTYVF+Vrkapq+t9S4Qjgw30O\n3PhDDa7/vgbv77Gj3J4c10w6M8vLXKh0NWTOauQIm7cSEVHbir27czojoijitW02SXe0Tno5Lu3W\n8gvrZd10kiyFY84Avitru246Hr+Ix9dZUOuWBq4eHZKCzjHedr6zUYE5o1Lx5LAUZDYSzFt7zIMb\nvq/Bv3bZ4E7wQqVv7bCHBR2mdNbgYk724tJV3XXomiLNLpuzpe6Ut8OGZin1SlU0WpOMqDXIBAFT\nOks/a95ZVxKl0ZwaX0DEvB3S82RUtgoDM+P/PJEJAvpnqHDfWUZ8PjkTL400YXKuRpIJHeqQ1Y93\ndtlx1Xc1uO2nGnyy34EqV8u7T1LiEEURC/Y7JMemdNbCFOWC9kREyYafugnip8PusEKkd/U3QClr\n+epmukaGKSFbCf6zz9Fm3XT+vtWKnbXSlcnre+owtkN8pP8LgoAJHTWYPzEdVxRow9ouewLAe3sc\nuG55NdZUnHnB41j2bakLH4VM9PqmKXD/WbGzdZFOj0ImYNbAFEmXp8OOQFiwqDG7ar1YHZKldFNv\nZilR25rcWSN5v24ur8PmMkvUxnMyiw45URaU2SkXgNv7nvn29VilkAkY3l6NR4ak4MsLMvH08BSc\nnaNGc3GAXbU+vL7dhku+rsa9K2vx1SEn6qLQjZZiy7pjHhyoazhnZAAuL4h+zU0iomTDoFICcPtF\nzN0hrcEwvJ2qVbMArirQSYIjxVY/Vh5p/foUXx1y4qtiaRbUiPYq3NhL38QzYpdOKcMf+hnxzjnp\nOCsjfEvcEUcAf/zFgkd+MeOIPXFWX/eYvfjrZmlh7kyNDE8XmqBijYO41iddGdaB6pMiB/aYm++s\nFRp46pOmQGG7+M++oNjWXifH8JD32b9iNFvJ5g3gvZDzZGqeBl1iPDu3pdRyAeNzNJg93IRFF2Ti\nkcFGFLZThS3GHCcC2FzlxYtbrJi+tAoP/2LGsjJXUjfDSGahWUrjO6qRw3qNREQRx6BSAvh4vwMV\njoYVO7lQn6XUmlkAHfRyTAwpFDp/r71VC2nurPHib1utkmMd9XI8NiQlLutJHNc1RYFXx6Ti0cFG\npKnD/x0rKzy47vtq/HuPHZ443xJX4wrgkbUWBC8gK2XAM8NNyNRwopcIbu2tR7ugort+EfjrZmuT\nddZ21Hjxy1FmKVF0TMmTdoD6cFN5TG49/s8+ByyehnFp5UJcLqa0hF4pw+TOWrw4KhVfTM7E/WcZ\nMKCRBZnjfCKwusKD2RvqMG1pJZ5ab8HKI25427jmI8WGPWYvNlZKFzSuZJYSEVFUMKgU5yqdfszf\nK13dvChf2yarm1f3kE5wd5t92FTVfIbCqapxBfDYOgu8QcEIjRx4ttAEYwLsjRcEAed31mL+xAxc\n0lUbduK5/cA/d9lx4w81p1X8OJZ4AyIeX29BpVO6JeHBgUb0SW/6xoDii04pwwNnGSXH9ll8WFjU\neFfI0CylfulKDGOhdoqQ0dlqmIIKQ9c6vVh5JLa2HR91+PFJSMbFVd11yEjiQHyqWobp+Tq8PjYN\nC8/LwB199ehuanpe4/IDy8vdeGStBdOXVuGvm+uwsdIDPzvIJayPQ86ZgRlK9E7jXIOIKBri/249\nyc3bYUNw3UqTqu1WN7umKDAqpP13aEDrTPiOByNc0mDEw4NT0DUlsVL/jSoZ7h1gxFtnp6FvWvi/\nrdTmxwOrzXhinQXHnPG1Je7VrTZsrZYGGS/tqsUFnVmYO9GMzFaHtTj/124bDods49xW7cW6kCDp\nzcxSoghSyQWclyvNVlpc3HgANFre2WWXZHdmaGS4ghkXJ7TXyXFVdz3eOScd8yem44aeOuQamg64\nWb0i/lfswn2rzLj0m2q8utWKtcW1rZpZTdFV4fDjh3JpcPiq7jxniIiihUGlOLa9xotvy6QX1Vt6\nG9o0s+eakGyljZVe7KptWbbSG9vDgxFXFugwoaOmiWfEvx6pSrwxLg2zBholq+jH/XDYjWuX1eCj\nfY4mtxXFkkUHnVh0SHqjNjhTiTv7JV6RWap3T38jjMqG967bD7y0pU5y4/bubmmttwEZSgzO5Eoy\nRVZoF7gNld6YqWO33+LFN6XSOoI399JD20xXtGTW2ajATb0NmD8xHW+fnYYrCrTIaqTT6nHVrgA+\nPeDEiFdXouD57/H2ThsO1vma/H6KDwuLHAjexZpnlKOQ3USJiKKGQaU4FRBFvBpSf6hbigIXdmnb\nQEy/dCUGhtQ4+HCvo4nvPrlvS1347IA0GDEkS4mZfRK/loRMEHBhFy3mT8rA77pIuxQBgNMv4s0d\nNtz8Qw22VMXulrhfqzxhtbA66GR4argJilboPkixKV0jCwsabqj04tvfbpB/rfJgQ0i9i5t6MUuJ\nIq+bSYFeqdLM0KUlsZGtNHe7DcHLBvlGOS7IS9wFldYiCAJ6pirxh35GLDw/A6+OScW0LtpGF2mO\nO1DtwAd7Hbj++xrc8H015u+1h2VXUuyzegL43yFpIPbKAl1c194kIop3DCrFqW9KXNhtlq623dPf\nAHkELqrX9JCmGK844kax9fRX/vY20iWsvVaGJ4YmVzDCpJLhoYEpeHN8Gno0UjPioNWPe1aa8cwG\nC6pdsTUBPurw4/H1FsmKoVYu4LnCVJgSoBYWNW9KZw0GhWQevb7dBrM7gH+F1FIalKnEYNZSoiiZ\nmifNVlpS4op6vZ11R91hgdfb+0bmOp5IZIKAgZkqPDDQiC8mZ+KvI004r5O62WyvA3V+vLXTjiu/\nq8YdP9fgsyIHakK24FNsWnTICWfQpCNdLcO5nRiIJSKKJt71xSG7N4B5O6U3bGfnqDEoQjdsw9qp\nJAUzRdR3rjkdFk8Af14n7RKmkgHPFJqQqk7Ot2WfNCXmnZ2G+wYYYFCGT4a/LXPjmmX1k99Y2BLn\n9ot4dK0FtW7pWP402IhuzRRUpcQhCAIeHGhEcPzQ4hExa40Zm0OK+CdbJyuKLRM7qaFVNrxRjzkD\n2FgZvQxQvyhi7g7p9tDBmUqM4BaeFlHIBIxor8afh5qwaHImnhqWgrEd1FDJm55X7Kjx4e/bbLj4\n6yrcv6oWi4udsHoYYIpFHr+IT0OaQlzaTQuVnIFYIqJoSs679zj3wV4HatwNEx6VDLijb+Rq1wiC\nEJat9G2pC0cdp5ZF4xdFPLXeggqHdNL2wEAjeqYmd70VuSDgoq46fDgpA5Nzw1fe7D4Rf99mw20/\n1WJ7Tet03jsToijir5vrsNcizVC7rocOZydwLSwKl2tQ4IZe4Z0hgw3JUmJgJm+WKXoMShkuHZAj\nOba42NXEd7e9b0pcOFAnvWbe0c/A7aGtSKMQcE5HDZ4tNOHYU+fh3SsGYmiWssmJbwD1W3j/stmK\n6V9X4dG1Znxf7oLLF/1FHKr3XZlLMv/VygVM68JmIERE0cagUpwps/mwsEiaFXRlgQ4d9JFtPTwu\nR41OQb/TLwIL9p9attLbO+1hKf8X5bNLWLA0tQyPDEnB62NT0TUl/LXdZ/Hhzp9r8cKmOpjdkV9R\nXbDfie9CisSPylbhpt7MRklGVxbo0K2ZTo03MUuJYsDNhbmSxyuPuGGJQkaKyyfin7uk2cbndVIn\n/aJKWzJplbhheC5eHp2Gzydn4t4BBvRLb/rv7Q0AK4548OT6Okz7ugpPb7BgTYU7JrKEk1VAFMPm\nmRd20bRpcxoiIjo1/CSOM3O32+ANmgNnaWSY0SPyN2xyQcDVIe1b/1fsPGmA44dyV9hWuf7pStzV\nn13CGjMgQ4V/np2Ou/oZoGukPsSSEhdmLKvGooNOBCJUH2TdUTfmhWzbyDPK8diQFBbKTFIKmYCH\nBhnDis0DwNAsJfpnMEuJom9c1wwUZDZcL70B4LvSyGcrfVLkQJVLmm18Sx9eAyMlXSPDJV11mDsu\nDR+fm4Hb+uibDYo7fSK+K3Pjj79YMH1pFV7aUoctVZ6IXXOp3tqjHhRbG7L75AJwWTddM88gIqJI\nYVApjqw/5sHKCmkNiNv6GqLWevi8XA0yg1r5uv3Ap0VNZysdqPPhhU3SLmGZGhlmD0+BMokKc58u\nhUzA5QU6zJ+Yjkmd1GFft3pFzPnVitt/qsUec9tuiSuz+fDkhjoEhw4NSgHPFZqgV/LjJJn1SVPi\nkq7h2YY39ebNMsUGQRBw4zBpttLiYhfECAYHat2BsIWVS7rpkK2LbLYx1eugl2NGDz3enZCOf09I\nx3U9dOjYTOZ3nVfEfw+5cM9KMy77phqvb7Nid603ou+hZPVRyHlzTkc1zxsiohjBu8A44QuIeG2b\nNCDTN12BcxsJMkSKSi7gigLpKtHnB51weMOzlayeAB5da5F07FAIwOzhJmRoOCk4FZlaOR4fasIr\no1PR2RD+N9tt9mHmj7V4+VdrmxQZtXsD+NNaC2zehtdQBuCJoSnINbAwNwG39NFLbsjGdVA3u8WE\nKNKuH9ZJMvEpqvNhj/n0u5eeqXd32+EIqtFjUgm4pjuzLWJBlxQFbuljwH8mpWPe+DRc3k2LDE3T\n0+RKVwCfFDkx86dazFhWg3/tsp1RJ1w6uV21Xmypli6aXVnA84aIKFYwqBQnFh1y4pBVWtTznv7G\nqBf1/F0XDVKCOpXZvCIWHZJuJwiIIp7dWIdyu3T89w4w8obzDAzJUuHdCem4rY8eofE4EcCXB52Y\nsawaS4tbb0tcQBTxzMY6Seo5AMzsq0dh++gFNim26BQyvDomFVd31+GW3no8MsQY7SERSXQ0aVEY\n0mFtSUlktsCVWH346pC0c9V1PfWsCRNjBEFA7zQl7upvxKfnZ+Bvo1PxuzwNjI10ZT2uzO7He3sc\nuHZ5DW7+oQb/2Wc/5eYldHKhtZSGZCnRgzXIiIhiBmcyccDiCeBfIUU9p3TWoHda9C+oOoUMF4ds\nefmkyAFPUEbSe7vtWH1Uum1vap4Gv+/CLmFnSikTMKOHHh9MzMD4nPCgjtkj4vnNVty9wowiS8tX\nTt/bbceqkK2XkzqpcRVXCilEllaO2/sacF1PPXQKXmIo9kzNk16zlpW64Pa3/faleTttCP41HfVy\nTM9ng4pYJhcEDM5S4aFBKfjygky8MMKESZ3UYQs6wfZZfPjHDjsu+7Yaf/i5Fl8ccESloUaiOGz3\n46dyaWMQZikREcUWzvjjwDu77LAGbTnSKgTc2id2uild0k0HrbxhBa/aFcDXvxU/XXXEjff2SFeY\neqUq8H8Dop9llQja6+R4ergJL440NVoHYluNF7f8WIPXtllhb2Rb4qn46bAr7DXsblJg1sAUvoZE\nFHdGZquQqgrKsPWJ+Omwu5lntNyvVR6sOCINzM/so2c9wTiilAkYla3G40NNWHRBFp4YmoLR2So0\nV9ZyW40Xr2y14aKvq/DgajOWljjP+FqcrD7Z75DUceyaIsfwdmz+QEQUSxhUinFFFh/+e1CaLn99\nT11M1SEyqWT4XUjW0Uf7HDhk9eGZjXWS46kqAU8PN0Et50S6NRW2V+O9Cem4uZceoTsp/CKwsMiJ\na5bXYFnZ6RWlLbL48NxGaS2vVFV9YW5NlArEExG1hFIm4PzO0mvW4mJnE9/dcqIo4s2Qjpl90xQ4\nu5EsU4oPWoWAiZ00eH5EKhZdkIlZA40YkqVsclLtF4F1xzx4fpMV05ZW4c9rLfi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jIyMpSQkKBGjRrJ39/feL7zz/z8fJlMJk2YMEEpKSnq06ePPvroI+P9OGvh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\n584tNdm3w+Eo1YQCAADwFFz+B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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "events_df.set_index('time', inplace=True)\n", "events_df[['total_RSVP_count']].plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also easily plot multiple columns on the same plot." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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lWADA1KkTMWnSVHh6qgziuHgxBitXLsOMGW+iY0c/CIKAXbt2ICoqEhkZd2Bq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KkmwuoJj+LxP/XYeaKLiN81XIrWsmPYQ4qXzglP+cyfCZFfEvKUk5HWuacnFnlwJdYFpcE/KMyh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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "all_rsvps = events_df[['yes_rsvp_count', 'waitlist_count', 'total_RSVP_count']]\n", "all_rsvps.plot(title='Attendance over time')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## DataPhilly members dataset" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Alright so I'm seeing some interesting trends here. Let's take a look at something different.\n", "\n", "The Meetup API also provides us access to member info. Let's have a look at the data we have available:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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anon_idanon_namebiocitycountrygenderhometownjoinedlatlonmembership_countstatetopicsvisited
00JamesNaNPhiladelphiausmalePhiladelphia2015-10-10 21:43:3339.94-75.230PA[{u'name': u'Poker', u'urlkey': u'poker', u'id...2015-10-10 21:43:33
11Vijayjava software developer in center city phillyPhiladelphiausmalePhiladelphia2013-11-22 22:32:0439.96-75.200PA[]2015-04-13 20:20:24
22JustinNaNPhiladelphiausmaleNaN2015-06-10 16:18:4340.00-75.1463PA[{u'name': u'Extreme Programming', u'urlkey': ...2015-10-22 15:42:23
\n", "
" ], "text/plain": [ " anon_id anon_name bio \\\n", "0 0 James NaN \n", "1 1 Vijay java software developer in center city philly \n", "2 2 Justin NaN \n", "\n", " city country gender hometown joined lat \\\n", "0 Philadelphia us male Philadelphia 2015-10-10 21:43:33 39.94 \n", "1 Philadelphia us male Philadelphia 2013-11-22 22:32:04 39.96 \n", "2 Philadelphia us male NaN 2015-06-10 16:18:43 40.00 \n", "\n", " lon membership_count state \\\n", "0 -75.23 0 PA \n", "1 -75.20 0 PA \n", "2 -75.14 63 PA \n", "\n", " topics visited \n", "0 [{u'name': u'Poker', u'urlkey': u'poker', u'id... 2015-10-10 21:43:33 \n", "1 [] 2015-04-13 20:20:24 \n", "2 [{u'name': u'Extreme Programming', u'urlkey': ... 2015-10-22 15:42:23 " ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "members_df = pd.read_pickle('members.pkl')\n", "for column in ['joined', 'visited']:\n", " members_df[column] = members_df[column].apply(get_datetime_from_epoch)\n", "members_df.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You'll notice that I've anonymized the meetup member_id and the member's name. I've also used the python module [``SexMachine``](https://pypi.python.org/pypi/SexMachine/) to infer members gender based on their first name. I ran SexMachine on the original names before I anonymized them. Let's have a closer look at the gender breakdown of our members:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "male 716\n", "andy 257\n", "female 175\n", "mostly_male 91\n", "mostly_female 35\n", "Name: gender, dtype: int64" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gender_counts = members_df['gender'].value_counts()\n", "gender_counts" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next let's use the ``hist`` method to plot a histogram of ``membership_count``. This is the number of groups each member is in." ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "members_df['membership_count'].hist(bins=20)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Something looks odd here let's check out the ``value_counts``:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "0 124\n", "2 105\n", "1 96\n", "3 86\n", "5 77\n", "Name: membership_count, dtype: int64" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "members_df['membership_count'].value_counts().head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay so most members are members of 0 meetup groups?! This seems odd! I did a little digging and came up with the answer; members can set their membership details to be private, and then this value will be zero. Let's filter out these members and recreate the histogram." ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "members_df_non_zero = members_df[members_df['membership_count'] != 0]\n", "members_df_non_zero['membership_count'].hist(bins=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay so most members are only members of a few meetup groups. There's some outliers that are pretty hard to read, let's try plotting this on a logarithmic scale to see if that helps:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(0, 500)" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ax = members_df_non_zero['membership_count'].hist(bins=50)\n", "ax.set_yscale('log')\n", "ax.set_xlim(0, 500)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's use a ``mask`` to filter out the outliers so we can dig into them a little further:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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membership_countcitycountrystate
3011838BerlindeNaN
25816San FranciscousCA
141651JerusalemilNaN
67303PhiladelphiausPA
420295BaltimoreusMD
1178278PrincetonusNJ
257241New YorkusNY
223207ScarsdaleusNY
150197PhiladelphiausPA
174166PhiladelphiausPA
86166West ChesterusPA
449146ExtonusPA
154119San FranciscousCA
1158119PhiladelphiausPA
1022113LevittownusPA
868106SeattleusWA
987102San FranciscousCA
\n", "
" ], "text/plain": [ " membership_count city country state\n", "301 1838 Berlin de NaN\n", "25 816 San Francisco us CA\n", "141 651 Jerusalem il NaN\n", "67 303 Philadelphia us PA\n", "420 295 Baltimore us MD\n", "1178 278 Princeton us NJ\n", "257 241 New York us NY\n", "223 207 Scarsdale us NY\n", "150 197 Philadelphia us PA\n", "174 166 Philadelphia us PA\n", "86 166 West Chester us PA\n", "449 146 Exton us PA\n", "154 119 San Francisco us CA\n", "1158 119 Philadelphia us PA\n", "1022 113 Levittown us PA\n", "868 106 Seattle us WA\n", "987 102 San Francisco us CA" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "all_the_meetups = members_df[members_df['membership_count'] > 100]\n", "filtered = all_the_meetups[['membership_count', 'city', 'country', 'state']]\n", "filtered.sort_values(by='membership_count', ascending=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The people from Philly might actually be legitimate members, let's use a compound mask to filter them out as well:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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membership_countcitycountrystate
3011838BerlindeNaN
25816San FranciscousCA
141651JerusalemilNaN
420295BaltimoreusMD
1178278PrincetonusNJ
257241New YorkusNY
223207ScarsdaleusNY
86166West ChesterusPA
449146ExtonusPA
154119San FranciscousCA
1022113LevittownusPA
868106SeattleusWA
987102San FranciscousCA
\n", "
" ], "text/plain": [ " membership_count city country state\n", "301 1838 Berlin de NaN\n", "25 816 San Francisco us CA\n", "141 651 Jerusalem il NaN\n", "420 295 Baltimore us MD\n", "1178 278 Princeton us NJ\n", "257 241 New York us NY\n", "223 207 Scarsdale us NY\n", "86 166 West Chester us PA\n", "449 146 Exton us PA\n", "154 119 San Francisco us CA\n", "1022 113 Levittown us PA\n", "868 106 Seattle us WA\n", "987 102 San Francisco us CA" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "all_the_meetups = members_df[\n", " (members_df['membership_count'] > 100) & (members_df['city'] != 'Philadelphia')\n", "]\n", "filtered = all_the_meetups[['membership_count', 'city', 'country', 'state']]\n", "filtered.sort_values(by='membership_count', ascending=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's strange, I don't think we've ever had any members from Berlin, San Francisco, or Jerusalem in attendance :-)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The RSVP dataset" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Moving on, we also have all the events that each member RSVPed to:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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102502622106043892107740582120425212133803672138415912144769822149515412160323532168747852...2067541822152657222190552172198405552205267992212458272254881478976950298833672member_id
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10000000000...000000100370
21000000000...000000001157
\n", "

3 rows × 22 columns

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" ], "text/plain": [ " 102502622 106043892 107740582 120425212 133803672 138415912 \\\n", "0 0 0 0 0 0 0 \n", "1 0 0 0 0 0 0 \n", "2 1 0 0 0 0 0 \n", "\n", " 144769822 149515412 160323532 168747852 ... 206754182 \\\n", "0 0 0 0 0 ... 1 \n", "1 0 0 0 0 ... 0 \n", "2 0 0 0 0 ... 0 \n", "\n", " 215265722 219055217 219840555 220526799 221245827 225488147 89769502 \\\n", "0 0 0 1 0 0 0 0 \n", "1 0 0 0 0 0 1 0 \n", "2 0 0 0 0 0 0 0 \n", "\n", " 98833672 member_id \n", "0 0 151 \n", "1 0 370 \n", "2 1 157 \n", "\n", "[3 rows x 22 columns]" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rsvps_df = pd.read_pickle('rsvps.pkl')\n", "rsvps_df.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can utilize the pandas ``merge`` method to join our members ``DataFrame`` and our rsvps ``DataFrame``:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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anon_idanon_namebiocitycountrygenderhometownjoinedlatlon...2067541822152657222190552172198405552205267992212458272254881478976950298833672member_id
04EdwardNaNDowningtownusmalePhiladelphia2015-05-20 05:24:5940.02-75.71...0000001004
18JohnCTO as SnipSnap, the coupon appWoodburyusmaleNaN2013-01-29 22:49:1239.83-75.13...0000000008
211JohnFounder and CEO of Azavea, a firm that builds ...PhiladelphiausmaleNaN2012-11-06 12:18:1239.95-75.16...00000010111
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3 rows × 36 columns

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" ], "text/plain": [ " anon_id anon_name bio \\\n", "0 4 Edward NaN \n", "1 8 John CTO as SnipSnap, the coupon app \n", "2 11 John Founder and CEO of Azavea, a firm that builds ... \n", "\n", " city country gender hometown joined lat \\\n", "0 Downingtown us male Philadelphia 2015-05-20 05:24:59 40.02 \n", "1 Woodbury us male NaN 2013-01-29 22:49:12 39.83 \n", "2 Philadelphia us male NaN 2012-11-06 12:18:12 39.95 \n", "\n", " lon ... 206754182 215265722 219055217 219840555 220526799 \\\n", "0 -75.71 ... 0 0 0 0 0 \n", "1 -75.13 ... 0 0 0 0 0 \n", "2 -75.16 ... 0 0 0 0 0 \n", "\n", " 221245827 225488147 89769502 98833672 member_id \n", "0 0 1 0 0 4 \n", "1 0 0 0 0 8 \n", "2 0 1 0 1 11 \n", "\n", "[3 rows x 36 columns]" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "joined_with_rsvps_df = pd.merge(members_df, rsvps_df, left_on='anon_id', right_on='member_id')\n", "joined_with_rsvps_df.head(3)" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "Index([ u'anon_id', u'anon_name', u'bio',\n", " u'city', u'country', u'gender',\n", " u'hometown', u'joined', u'lat',\n", " u'lon', u'membership_count', u'state',\n", " u'topics', u'visited', u'102502622',\n", " u'106043892', u'107740582', u'120425212',\n", " u'133803672', u'138415912', u'144769822',\n", " u'149515412', u'160323532', u'168747852',\n", " u'175993712', u'182860422', u'206754182',\n", " u'215265722', u'219055217', u'219840555',\n", " u'220526799', u'221245827', u'225488147',\n", " u'89769502', u'98833672', u'member_id'],\n", " dtype='object')" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "joined_with_rsvps_df.columns" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we have a ton of data, let's see what kind of interesting things we can discover.\n", "Let's look at the some stats on male attendees vs. female attendees:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we can use the ``isin`` method to make ``DataFrame``s for male and female members." ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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anon_idanon_namebiocitycountrygenderhometownjoinedlatlon...2067541822152657222190552172198405552205267992212458272254881478976950298833672member_id
5781261TomNaNPhiladelphiausmaleNaN2015-10-06 17:50:5939.96-75.20...0000001001261
5791262DanielNaNPhiladelphiausmaleNaN2015-10-07 15:48:5839.97-75.17...0000001001262
5831271ChrisNaNPhiladelphiausmaleNaN2015-10-20 15:00:5539.96-75.20...0000001001271
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3 rows × 36 columns

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" ], "text/plain": [ " anon_id anon_name bio city country gender hometown \\\n", "578 1261 Tom NaN Philadelphia us male NaN \n", "579 1262 Daniel NaN Philadelphia us male NaN \n", "583 1271 Chris NaN Philadelphia us male NaN \n", "\n", " joined lat lon ... 206754182 215265722 \\\n", "578 2015-10-06 17:50:59 39.96 -75.20 ... 0 0 \n", "579 2015-10-07 15:48:58 39.97 -75.17 ... 0 0 \n", "583 2015-10-20 15:00:55 39.96 -75.20 ... 0 0 \n", "\n", " 219055217 219840555 220526799 221245827 225488147 89769502 98833672 \\\n", "578 0 0 0 0 1 0 0 \n", "579 0 0 0 0 1 0 0 \n", "583 0 0 0 0 1 0 0 \n", "\n", " member_id \n", "578 1261 \n", "579 1262 \n", "583 1271 \n", "\n", "[3 rows x 36 columns]" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "male_attendees = joined_with_rsvps_df[joined_with_rsvps_df['gender'].isin(['male', 'mostly_male'])]\n", "male_attendees.tail(3)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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anon_idanon_namebiocitycountrygenderhometownjoinedlatlon...2067541822152657222190552172198405552205267992212458272254881478976950298833672member_id
5801265ErinNaNPhiladelphiausfemaleNaN2015-10-13 18:13:3739.95-75.16...0000001001265
5811268AnneNaNPhiladelphiausfemalePhiladelphia2015-10-18 15:29:4239.96-75.20...0000001001268
5821269StaceyNaNPhiladelphiausfemaleNaN2015-10-20 09:55:3539.96-75.20...0000001001269
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3 rows × 36 columns

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" ], "text/plain": [ " anon_id anon_name bio city country gender hometown \\\n", "580 1265 Erin NaN Philadelphia us female NaN \n", "581 1268 Anne NaN Philadelphia us female Philadelphia \n", "582 1269 Stacey NaN Philadelphia us female NaN \n", "\n", " joined lat lon ... 206754182 215265722 \\\n", "580 2015-10-13 18:13:37 39.95 -75.16 ... 0 0 \n", "581 2015-10-18 15:29:42 39.96 -75.20 ... 0 0 \n", "582 2015-10-20 09:55:35 39.96 -75.20 ... 0 0 \n", "\n", " 219055217 219840555 220526799 221245827 225488147 89769502 98833672 \\\n", "580 0 0 0 0 1 0 0 \n", "581 0 0 0 0 1 0 0 \n", "582 0 0 0 0 1 0 0 \n", "\n", " member_id \n", "580 1265 \n", "581 1268 \n", "582 1269 \n", "\n", "[3 rows x 36 columns]" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "female_attendees = joined_with_rsvps_df[joined_with_rsvps_df['gender'].isin(['female', 'mostly_female'])]\n", "female_attendees.tail(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we can use the ``sum`` method to count the number of male and female attendees per event and create a ``Series`` for each." ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "102502622 30\n", "106043892 35\n", "107740582 33\n", "dtype: float64" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "event_ids = [\n", " '102502622', '106043892', '107740582', '120425212', '133803672', '138415912', '144769822', '149515412',\n", " '160323532', '168747852', '175993712', '182860422', '206754182', '215265722', '219055217', '219840555',\n", " '220526799', '221245827', '225488147', '89769502', '98833672'\n", "]\n", "male_attendees[event_ids].sum().head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can then recombine the male and female ``Series``' into a new ``DataFrame``." ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
femalemale
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" ], "text/plain": [ " female male\n", "102502622 2 30\n", "106043892 6 35\n", "107740582 3 33" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gender_attendance = pd.DataFrame({'male': male_attendees[event_ids].sum(), 'female': female_attendees[event_ids].sum()})\n", "gender_attendance.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And then we can use ``merge`` again to combine this with our events ``DataFrame``." ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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creatednameratingwaitlist_countyes_rsvp_countidtotal_RSVP_countfemalemale
time
2012-11-14 18:00:001351948193000Meet and greet{u'count': 3, u'average': 5}017897695021718
2013-01-30 18:30:001357781071000DataPhilly January 2013 Meetup - An Introducti...{u'count': 6, u'average': 4.17000007629}0619883367261136
2013-02-19 18:30:001359732939000DataPhilly February 2013 Meetup - Data Science...{u'count': 5, u'average': 5}04710250262247230
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" ], "text/plain": [ " created \\\n", "time \n", "2012-11-14 18:00:00 1351948193000 \n", "2013-01-30 18:30:00 1357781071000 \n", "2013-02-19 18:30:00 1359732939000 \n", "\n", " name \\\n", "time \n", "2012-11-14 18:00:00 Meet and greet \n", "2013-01-30 18:30:00 DataPhilly January 2013 Meetup - An Introducti... \n", "2013-02-19 18:30:00 DataPhilly February 2013 Meetup - Data Science... \n", "\n", " rating waitlist_count \\\n", "time \n", "2012-11-14 18:00:00 {u'count': 3, u'average': 5} 0 \n", "2013-01-30 18:30:00 {u'count': 6, u'average': 4.17000007629} 0 \n", "2013-02-19 18:30:00 {u'count': 5, u'average': 5} 0 \n", "\n", " yes_rsvp_count id total_RSVP_count female male \n", "time \n", "2012-11-14 18:00:00 17 89769502 17 1 8 \n", "2013-01-30 18:30:00 61 98833672 61 1 36 \n", "2013-02-19 18:30:00 47 102502622 47 2 30 " ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "events_with_gender_df = pd.merge(events_df, gender_attendance, left_on='id', right_index=True)\n", "events_with_gender_df.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The we can ``plot`` the attendance by gender over time" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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AgEOHjjqzpPvG3d0dADB58ktQq31s9gkh4OZ2b48kvHTpIlatWoYHH+yBf/xj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\nYrRaLa1atQJKyuHmz5/PSy+9xMSJE2nQoIHHtkdUzrUPXRYsWIDFYuHuu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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "gender_df = events_with_gender_df[['female', 'male']]\n", "gender_df.plot(title='Attendance by gender over time')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This might be easier to interpret by looking at the percentage of females in attendance. We can use the ``div`` (divide) method to calculate this." ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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rvyyINpsURJ/Om27gkQEAADQtt78BrKUH362Ks5/5JBeU6v18+sKY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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "female_ratio = gender_df['female'].div(gender_df['male'] + gender_df['female'])\n", "female_ratio.plot(title='Percentage female attendance over time', ylim=(0.0, 1.0))" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "The members ``DataFrame`` also has some other interesting stuff in it. Let's take a look at the ``topics`` column." ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "[{u'id': 254, u'name': u'Poker', u'urlkey': u'poker'},\n", " {u'id': 21067, u'name': u'Collaboration', u'urlkey': u'collaboration'},\n", " {u'id': 15167, u'name': u'Cloud Computing', u'urlkey': u'cloud-computing'},\n", " {u'id': 10333, u'name': u'Parents', u'urlkey': u'parents'},\n", " {u'id': 553, u'name': u'Dungeons & Dragons', u'urlkey': u'dnd'},\n", " {u'id': 4377, u'name': u'Politics', u'urlkey': u'politics'},\n", " {u'id': 15992, u'name': u'Games', u'urlkey': u'games'},\n", " {u'id': 9696, u'name': u'New Technology', u'urlkey': u'newtech'},\n", " {u'id': 19585, u'name': u'Board Games', u'urlkey': u'board-games'},\n", " {u'id': 48471,\n", " u'name': u'Computer programming',\n", " u'urlkey': u'computer-programming'},\n", " {u'id': 19197, u'name': u'Activism', u'urlkey': u'activism'},\n", " {u'id': 226, u'name': u'Acting', u'urlkey': u'acting'},\n", " {u'id': 17558, u'name': u'Performing Arts', u'urlkey': u'performing-arts'}]" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "members_df['topics'].iloc[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's see if we can identify any trends in member's topics. Let's start off by identifying the most common topics:" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "[(u'Big Data', 528),\n", " (u'Data Analytics', 492),\n", " (u'Computer programming', 473),\n", " (u'New Technology', 450),\n", " (u'Open Source', 381),\n", " (u'Data Mining', 372),\n", " (u'Software Development', 366),\n", " (u'Startup Businesses', 359),\n", " (u'Technology', 314),\n", " (u'Python', 285),\n", " (u'Technology Startups', 278),\n", " (u'Web Development', 277),\n", " (u'Entrepreneurship', 265),\n", " (u'Data Visualization', 264),\n", " (u'Mobile Technology', 227),\n", " (u'Big Data Analytics', 210),\n", " (u'Predictive Analytics', 202),\n", " (u'Mobile Development', 190),\n", " (u'Web Design', 182),\n", " (u'Outdoors', 182)]" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from collections import Counter\n", "\n", "topic_counter = Counter()\n", "for m in members_df['topics']:\n", " topic_counter.update([t['name'] for t in m])\n", "topic_counter.most_common(20)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next let's create a new ``DataFrame`` where each column is one of the top 100 topics, and each row is a member. We'll set the values of each cell to be either 0 or 1 to indicate that that member has (or doesn't have) that topic." ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " 0 2 3 4 5 6 8 9 11 \\\n", "20's & 30's Social NaN NaN NaN NaN NaN NaN NaN NaN NaN \n", "Adventure NaN NaN NaN 1 NaN NaN NaN NaN NaN \n", "Art NaN NaN NaN NaN NaN NaN NaN NaN NaN \n", "\n", " 12 ... 1261 1262 1264 1266 1267 1268 1269 \\\n", "20's & 30's Social NaN ... NaN 1 NaN NaN NaN NaN NaN \n", "Adventure NaN ... NaN NaN NaN NaN NaN NaN NaN \n", "Art NaN ... NaN NaN NaN NaN NaN NaN NaN \n", "\n", " 1271 1272 1273 \n", "20's & 30's Social NaN NaN NaN \n", "Adventure NaN NaN NaN \n", "Art NaN NaN NaN \n", "\n", "[3 rows x 1088 columns]" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "top_100_topics = set([t[0] for t in topic_counter.most_common(100)])\n", "topic_member_map = {}\n", "for i, m in members_df.iterrows():\n", " if m['topics']:\n", " top_topic_count = {}\n", " for topic in m['topics']:\n", " if topic['name'] in top_100_topics:\n", " top_topic_count[topic['name']] = 1\n", " topic_member_map[m['anon_id']] = top_topic_count\n", " \n", "top_topic_df = pd.DataFrame(topic_member_map)\n", "top_topic_df.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay for what I'm going to do next, I want the rows to be the members and the columns to be the topics. We can use the ``T`` (transpose) method to fix this." ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " 20's & 30's Social Adventure Art Bicycling Big Data \\\n", "0 NaN NaN NaN NaN NaN \n", "2 NaN NaN NaN NaN NaN \n", "3 NaN NaN NaN NaN NaN \n", "\n", " Big Data Analytics Board Games Book Club Business Intelligence \\\n", "0 NaN 1 NaN NaN \n", "2 NaN NaN NaN NaN \n", "3 NaN NaN NaN NaN \n", "\n", " Business Strategy ... Watching Movies Web Design \\\n", "0 NaN ... NaN NaN \n", "2 NaN ... NaN 1 \n", "3 NaN ... NaN NaN \n", "\n", " Web Development Web Technology Wellness Wine Women in Technology \\\n", "0 NaN NaN NaN NaN NaN \n", "2 1 1 NaN NaN NaN \n", "3 NaN NaN NaN NaN NaN \n", "\n", " Writing Young Professionals iOS Development \n", "0 NaN NaN NaN \n", "2 NaN NaN 1 \n", "3 NaN NaN NaN \n", "\n", "[3 rows x 100 columns]" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "top_topic_df = top_topic_df.T\n", "top_topic_df.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we can use the ``fillna`` method to fill in the missing values with zeros." ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " 20's & 30's Social Adventure Art Bicycling Big Data \\\n", "0 0 0 0 0 0 \n", "2 0 0 0 0 0 \n", "3 0 0 0 0 0 \n", "\n", " Big Data Analytics Board Games Book Club Business Intelligence \\\n", "0 0 1 0 0 \n", "2 0 0 0 0 \n", "3 0 0 0 0 \n", "\n", " Business Strategy ... Watching Movies Web Design \\\n", "0 0 ... 0 0 \n", "2 0 ... 0 1 \n", "3 0 ... 0 0 \n", "\n", " Web Development Web Technology Wellness Wine Women in Technology \\\n", "0 0 0 0 0 0 \n", "2 1 1 0 0 0 \n", "3 0 0 0 0 0 \n", "\n", " Writing Young Professionals iOS Development \n", "0 0 0 0 \n", "2 0 0 1 \n", "3 0 0 0 \n", "\n", "[3 rows x 100 columns]" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "top_topic_df.fillna(0, inplace=True)\n", "top_topic_df.head(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next let's use a [clustering algorithm](https://en.wikipedia.org/wiki/Cluster_analysis) to see if there are any patterns in the topics members are interested in. A clustering algorithm groups a set of data points so that similar objects are in the same group. This is a classic type of [unsupervised machine learning](https://en.wikipedia.org/wiki/Unsupervised_learning). Below you can find visualisations of how different clustering algorithms perform on various kinds of data:\n", "\n", "\n", "\n", "[Kmeans clustering](http://scikit-learn.org/stable/modules/clustering.html#k-means) is quick and can scale well to larger datasets. Let's see how it performs on our dataset:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# scikit-learn\n", "\n", "\n", "We'll use a python machine learning library called scikit-learn to do the clustering." ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([2, 1, 2, ..., 2, 0, 2], dtype=int32)" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn.cluster import MiniBatchKMeans as KMeans\n", "X = top_topic_df.as_matrix()\n", "n_clusters = 3\n", "k_means = KMeans(init='k-means++', n_clusters=n_clusters, n_init=10, random_state=47)\n", "k_means.fit(X)\n", "k_means.labels_" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We've grouped our members into 3 clusters, let's see how many members are in each cluster" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "[(2, 637), (1, 293), (0, 158)]" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Counter(list(k_means.labels_)).most_common()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next let's see which topics are most popular in each cluster:" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Cluster 0\n", "Outdoors 104\n", "Live Music 98\n", "Dining Out 93\n", "Hiking 86\n", "Fitness 84\n", "Travel 77\n", "Watching Movies 60\n", "Adventure 58\n", "New Technology 57\n", "Intellectual Discussion 54\n", "dtype: float64\n", "\n", "Cluster 1\n", "Computer programming 248\n", "Open Source 236\n", "New Technology 231\n", "Software Development 231\n", "Technology 214\n", "Web Development 211\n", "Big Data 190\n", "Startup Businesses 177\n", "Data Analytics 166\n", "Mobile Technology 158\n", "dtype: float64\n", "\n", "Cluster 2\n", "Big Data 291\n", "Data Analytics 286\n", "Data Mining 201\n", "Computer programming 171\n", "New Technology 162\n", "Data Visualization 148\n", "Startup Businesses 130\n", "Python 130\n", "Open Source 123\n", "Big Data Analytics 115\n", "dtype: float64\n", "\n" ] } ], "source": [ "from collections import defaultdict\n", "\n", "cluster_index_map = defaultdict(list)\n", "for i in range(k_means.labels_.shape[0]):\n", " cluster_index_map[k_means.labels_[i]].append(top_topic_df.index[i])\n", "\n", "for cluster_num in range(n_clusters):\n", " print 'Cluster {}'.format(cluster_num)\n", " f = top_topic_df[top_topic_df.index.isin(cluster_index_map[cluster_num])].sum()\n", " f2 = f[f > 0]\n", " f3 = f2.sort_values(ascending=False)\n", " print f3[:10]\n", " print" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So it looks like our biggest cluster (#2) contains members whose primary interest is data science.\n", "\n", "The second biggest cluster (#1) contains members whose primary interests are technology, and data science just happens to be one of those interests.\n", "\n", "The smallest cluster (#0) contains members whose primary interests are around socializing." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Based on this information we might be able to engage members in the \"social\" (#0) cluster by having more socially oriented events. We might be able to engaged with the members in cluster (#1) by having more events geared toward beginners." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Conclusion\n", "Hopefully you learned a little bit about DataPhilly and doing exploratory analysis in Python. There's tons of extra data in our datasets that I don't even have time to get into today. If you feel like you missed anything and would like to revist it, you can find this Notebook and instructions for how to use it in my github repo [http://github.com/mdbecker/](http://github.com/mdbecker/). If you find something interesting in the data and you'd like to share it with me I'm [@beckerfuffle](https://twitter.com/beckerfuffle) on Twitter, and you can always [contact me](http://goo.gl/RvxB6J) through the DataPhilly Meetup page." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.10" } }, "nbformat": 4, "nbformat_minor": 0 }