Milano Location History

The goal of this post is to visualize time spent in various Milanesi neighborhoods using Google location data and Python


  1. Setup
    • download data
    • install modules
  2. Data wrangling
    • data extraction
    • data exploration
  3. Working with Shapefiles in Python
  4. Prep data and pare down locations
  5. Compute your measurement metric
  6. Choropleth Plot
  7. Hexbin Map


  1. Use Google Takout to download your Google location history
  • If you've previously enabled Google location reporting on your smartphone, your GPS data will be periodically uploaded to Google's servers. Use Google Takeout to download your location history.
    • The decisions of when and how to upload this data are entirely obfuscated to the end user, but as you'll see below, Android appears to upload a GPS location every 60 seconds. That's plenty of data to work with.
  1. After downloading your data, install the required modules

Google Takeout

Google Takeout is a Google service that allows users to export any personal Google data. We'll use Takeout to download our raw location history as a one-time snapshot. Since Latitude was retired, no API exists to access location history in real-time.

Download location data:

  • Go to takeout. Uncheck all services except "Location History"
  • The data will be in a json format, which works great for us. Download it in your favorite compression type.
  • When Google has finished creating your archive, you'll get an email notification and a link to download.
  • Download and unzip the file, and you should be looking at a LocationHistory.json file. Working with location data in Pandas. Pandas is an incredibly powerful tool that simplifies working with complex datatypes and performing statistical analysis in the style of R. Chris Albon has great primers on using Pandas here under the "Data Wrangling" section.

Install modules

  • If you use Anaconda to manage your Python packages, I recommend creating a virtual environment with anaconda to install the dependencies. Copying the lines below the instruction into the terminal creates the environment, requirements.txt, etc.
    • conda create -n test-env python=3.5 anaconda
    • source activate test-env
  • make a requirements.txt file for dependencies
    • (echo descartes; echo IPython; echo shapely; echo fiona; echo Basemap) >> requirements.txt
  • install requirements.txt
    • conda install --yes --file requirements.txt
  • Windows users:

After completing the setup, we'll read in the LocationHistory.json file from Google Takeout and create a DataFrame.

In [1]:
from __future__ import division
from utils import *

Data Wrangling

  • data extraction

In [2]:
with open('data/LocationHistory/2018/LocationHistory.json', 'r') as location_file:
    raw = json.loads(

# use location_data as an abbreviation for location data
location_data = pd.DataFrame(raw['locations'])
del raw #free up some memory

# convert to typical units
location_data['latitudeE7'] = location_data['latitudeE7']/float(1e7) 
location_data['longitudeE7'] = location_data['longitudeE7']/float(1e7)

# convert timestampMs to seconds
location_data['timestampMs'] = location_data['timestampMs'].map(lambda x: float(x)/1000) 
location_data['datetime'] =

# Rename fields based on the conversions
                              'timestampMs':'timestamp'}, inplace=True)

# Ignore locations with accuracy estimates over 1000m
location_data = location_data[location_data.accuracy < 1000]
location_data.reset_index(drop=True, inplace=True)

Explore Data

  • view data and datatypes

In [3]:

accuracy                     int64
activity                    object
altitude                   float64
heading                    float64
latitude                   float64
longitude                  float64
timestamp                  float64
velocity                   float64
verticalAccuracy           float64
datetime            datetime64[ns]
dtype: object
accuracy altitude heading latitude longitude timestamp velocity verticalAccuracy
count 745660.000000 101260.000000 44100.000000 745660.000000 745660.000000 7.456600e+05 58874.000000 4921.000000
mean 58.997173 67.057525 186.597551 37.748367 -102.506537 1.417774e+09 7.769678 23.099776
std 125.358984 242.209547 101.643968 9.004123 23.609836 3.356510e+07 11.790783 45.139324
min 1.000000 -715.000000 0.000000 13.689757 -123.260751 1.376790e+09 0.000000 2.000000
25% 22.000000 -18.000000 98.000000 29.817569 -122.306596 1.391259e+09 0.000000 2.000000
50% 31.000000 2.000000 181.000000 29.986634 -95.246060 1.413249e+09 1.000000 2.000000
75% 50.000000 60.000000 270.000000 47.664284 -94.995603 1.428049e+09 13.000000 30.000000
max 999.000000 6738.000000 359.000000 50.105984 23.782015 1.519330e+09 208.000000 473.000000
  • accuracy code "999" may represent missingness
  • find earliest and latest observations in the data
    • save for later

In [4]:
print("earliest observed date: {}".format(min(location_data["datetime"]).strftime('%m-%d-%Y')))
print("latest observed date: {}".format(max(location_data["datetime"]).strftime('%m-%d-%Y')))

earliest_obs = min(location_data["datetime"]).strftime('%m-%d-%Y')
latest_obs = max(location_data["datetime"]).strftime('%m-%d-%Y')

earliest observed date: 08-17-2013
latest observed date: 02-22-2018
  • location_data is a Pandas DataFrame containing all your location history and related info.
  • columns include latitude, longitude, and a timestamp. additional columns are accuracy, activity, altitude, heading, and velocity.
  • all we'll need is latitude, longitude, and time.

Working with Shapefiles in Python

Shapefile is a widely-used data format for describing points, lines, and polygons. To work with shapefiles, Python gives us shapely. To read and write shapefiles, we'll use fiona.

To learn Shapely and write this blog post, I leaned heavily on this article from

First up, you'll need to download shapefile data for the part of the world you're interested in plotting. I wanted to focus on my current home of Milano, which like many cities provides city shapefile map data for free. It's even broken into city neighborhoods! Tom MacWright has GIS with Python, Shapely, and Fiona overview for more detail on Python mapping with these tools

Next, we'll need to import the Shapefile data we downloaded from the link above

In [5]:
shapefilename = "data/Milano/Milano"
shp ='.shp')
coords = shp.bounds

width, height = coords[2]- coords[0], coords[3] - coords[1]
extra = 0.01
  • Use Basemap to plot the shapefiles

In [6]:
m = Basemap(
    projection='tmerc', ellps='WGS84',
    lon_0=np.mean([coords[0], coords[2]]),
    lat_0=np.mean([coords[1], coords[3]]),
    llcrnrlon=coords[0] - extra * width,
    llcrnrlat=coords[1] - (extra * height), 
    urcrnrlon=coords[2] + extra * width,
    urcrnrlat=coords[3] + (extra * height),
    resolution='i',  suppress_ticks=True)

_out = m.readshapefile(shapefilename, name='milano', drawbounds=False, color='none', zorder=2)

Prep data and pare down locations

The first step is to pare down your location history to only contain points within the map's borders.

In [7]:
# set up a map dataframe
df_map = pd.DataFrame({
    'poly': [Polygon(hood_points) for hood_points in m.milano],
    'name': [hood['NIL'] for hood in m.milano_info]

# Convert our latitude and longitude into Basemap cartesian map coordinates
mapped_points = [Point(m(mapped_x, mapped_y)) for mapped_x, mapped_y in zip(location_data['longitude'], 
all_points = MultiPoint(mapped_points)

# Use prep to optimize polygons for faster computation
hood_polygons = (MultiPolygon(list(df_map['poly'].values)))
prepared_polygons = prep(hood_polygons)

# Filter out the points that do not fall within the map we're making
city_points_filter = filter(prepared_polygons.contains, all_points)
city_points_list = list(city_points_filter)

In [8]:


In [9]:

name poly
84 TICINESE POLYGON ((11630.09398147638 7450.375391480873,...
85 CANTALUPA POLYGON ((9103.651029835517 3586.401798879733,...
86 PARCO DEI NAVIGLI POLYGON ((8963.725031880311 3321.837383000022,...
87 PAGANO POLYGON ((9933.632072928249 9060.827339615005,...
88 GARIBALDI REPUBBLICA POLYGON ((12564.62148112342 11062.39099056072,...

In [10]:
print("total data points in this period: {}".format(len(all_points)))
print("total data points in the city shape file for this period: {}".format(len(city_points_list)))
percentage_in_city = round(len(city_points_list)/len(all_points),2)*100
print("{}% of points this period are in the city shape file".format(percentage_in_city))

total data points in this period: 745660
total data points in the city shape file for this period: 14231
2.0% of points this period are in the city shape file

Now, city_points contains a list of all points that fall within the map and hood_polygons is a collection of polygons representing, in my case, each neighborhood in Milano.

Compute your measurement metric

The raw data for my choropleth should be "number of points in each neighborhood." With Pandas, again, it's easy. (Warning - depending on the size of the city_points array, this could take a few minutes.)

  • view most popular neighborhoods by counts

In [11]:
df_map['hood_count'] = df_map['poly'].map(lambda x: num_of_contained_points(x, city_points_list))
df_map['hood_hours'] = df_map.hood_count/60.0

In [12]:
df_map.sort_values(['hood_count'], ascending=[0]).head()

name poly hood_count hood_hours
21 EX OM - MORIVIONE POLYGON ((12701.8400366421 5749.665425603603, ... 5961 99.350000
83 VIGENTINA POLYGON ((12395.06694475143 7416.000147188619,... 3087 51.450000
32 GUASTALLA POLYGON ((13179.99521035373 9628.809211483189,... 2599 43.316667
34 DUOMO POLYGON ((11199.51571519782 9304.427052039622,... 603 10.050000
36 MAGENTA - S. VITTORE POLYGON ((10933.59503462748 9188.373696373419,... 476 7.933333

In [13]:
morivione_points = round(len(list(filter((df_map['poly'][21]).contains, city_points_list)))/len(city_points_list),2)*100
print("{}% of points this in the city shape file are from the {}".format(morivione_points, df_map['name'][21]))

42.0% of points this in the city shape file are from the EX OM - MORIVIONE

So now, df_map.hood_count contains a count of the number of GPS points located within each neighborhood. But what do those counts really mean? It's not very meaningful knowing that I spent any n "counts" in a neighborhood, except to compare neighborhood counts against each other. And we could do that. Or we could convert hood_count into time

Turns out, converting counts into time is straightforward. From investigating the location history, it seems that unless the phone is off or without reception, Android reports you location exactly every 60 seconds. Not usually 60 seconds, not sometimes 74 seconds, every 60 seconds. It's been true on Android 4.2+. Hopefully that means it holds true for you, too. So if we make the assumption that my phone is on 24/7 (true) and I have city-wide cellular reception (also true), then all we need to do is hood_count/60.0, as shown above, and now we've converted counts to hours.

Choropleth Plot

  • The code for creating this hexbin map below is in

In [14]:
if not os.path.exists('output/milano_plots'):

hexbin_file = 'milano_hexbin'
choropleth_file = 'milano_choropleth'

In [15]:

In [16]:
# Check out the full post at
# for more information on the code below

fig = plt.figure(figsize=(18,12))
ax = fig.add_subplot(111, axisbg='w', frame_on=False)

breaks = Natural_Breaks(

# the notnull method lets us match indices when joining
jb = pd.DataFrame({'jenks_bins': breaks.yb}, index=df_map[df_map['hood_hours'].notnull()].index)
df_map['jenks_bins'] = jb
df_map.jenks_bins.fillna(-1, inplace=True)
jenks_labels = ['Never been here', "> 0 hours"]+["> %d hours"%(perc) for perc in breaks.bins[:-1]]

cmap = plt.get_cmap('Blues')

# draw neighborhoods with grey outlines
df_map['patches'] = df_map['poly'].map(lambda x: PolygonPatch(x, ec='#111111', lw=.8, alpha=1., zorder=4))
pc = PatchCollection(df_map['patches'], match_original=True)

# apply our custom color values onto the patch collection
cmap_list = [cmap(val) for val in (df_map.jenks_bins.values - df_map.jenks_bins.values.min())/(

# Draw a map scale
m.drawmapscale(coords[0] + 0.12, coords[1]-.002,
    coords[0], coords[1], 4., units='mi',
    fontsize=12, barstyle='fancy', labelstyle='simple',
    fillcolor1='w', fillcolor2='#000000', fontcolor='#555555',
    zorder=5, ax=ax)

# ncolors+1 because we're using a "zero-th" color
cbar = custom_colorbar(cmap, ncolors=len(jenks_labels)+1, labels=jenks_labels, shrink=0.5)

current_date = time.strftime("printed: %a, %d %b %Y", time.localtime())

ax.set_title("Time Spent in Milanesi Neighborhoods",
             fontsize=14, y=1)
ax.text(1.35, -.18, "", color='#555555', fontsize=15, ha='right', transform=ax.transAxes)
ax.text(1.35, -.21, "Collected from {} to {} on Android".format(earliest_obs, latest_obs),
        fontsize=12, ha='right', transform=ax.transAxes)  
ax.text(1.35, -.27, "Geographic data provided by: \n \n  {}".format(current_date), 
        ha='right', color='#555555', style='italic', transform=ax.transAxes)
plt.savefig('output/milano_plots/{}.png'.format(choropleth_file), dpi=100, frameon=False,
            bbox_inches='tight', pad_inches=0.5, facecolor='#F2F2F2')

In [17]:


Hexbin Map

We can also take a different approach to choropleths, and instead of using each neighborhood polygon as a bin, let Basemap generate uniform hexagonal bins for us. Hexbin maps are great way to visualize point density because all bins are equally sized. Best of all, it requires essentially no extra work as we've already defined our neighborhood Patches and paired down our location data. The code for creating this hexbin map below is in

In [18]:

In [19]:

fig = plt.figure(figsize=(18,12))
ax = fig.add_subplot(111, axisbg='w', frame_on=False)

# draw neighborhood patches from polygons
df_map['patches'] = df_map['poly'].map(lambda x: PolygonPatch(
    x, fc='#555555', ec='#555555', lw=1, alpha=1, zorder=0))

# plot neighborhoods by adding the PatchCollection to the axes instance
ax.add_collection(PatchCollection(df_map['patches'].values, match_original=True))

# the mincnt argument only shows cells with a value >= 1
# The number of hexbins you want in the x-direction
numhexbins = 50
hx = m.hexbin(
    np.array([geom.x for geom in city_points_list]),
    np.array([geom.y for geom in city_points_list]),
    gridsize=(numhexbins, int(numhexbins*height/width)), #critical to get regular hexagon, must stretch to map dimensions
    bins='log', mincnt=1, edgecolor='none', alpha=1.,

# Draw the patches again, but this time just their borders (to achieve borders over the hexbins)
df_map['patches'] = df_map['poly'].map(lambda x: PolygonPatch(
    x, fc='none', ec='#FFFF99', lw=1, alpha=1, zorder=1))
ax.add_collection(PatchCollection(df_map['patches'].values, match_original=True))

# Draw a map scale
m.drawmapscale(coords[0] + 0.05, coords[1] + 0.01,
    coords[0], coords[1], 4.,
    units='mi', barstyle='fancy', labelstyle='simple',
    fillcolor1='w', fillcolor2='#555555', fontcolor='#555555',

ax.set_title("My location density in Milano", fontsize=14, y=1)
ax.text(1.35, -.06, "", color='#555555', fontsize=14, ha='right', transform=ax.transAxes)
ax.text(1.35, -.09, "Collected from {} to {} on Android".format(earliest_obs, latest_obs),
        fontsize=12, ha='right', transform=ax.transAxes)  
ax.text(1.35, -.15, "Geographic data provided by: \n \n  {}".format(current_date), 
        ha='right', color='#555555', style='italic', transform=ax.transAxes)
plt.savefig('output/milano_plots/{}.png'.format(hexbin_file), dpi=100, frameon=False,
            bbox_inches='tight', pad_inches=0.5, facecolor='#DEDEDE')

In [20]: