Hands on with Google Analytics Motion Charts
I was very excited earlier this week to discover I had access to the new Google Analytics beta features. Custom reports are certainly a useful tool; they allow you to construct both large scale exploratory views as well as concise views in which the viewer doesn't have to ask "which metrics should I look at?"
The big payoff is in the new Motion Chart visualizations which attempts to capture 5 dimensions through the mapping of attributes to x, y, size, color animated over time.
While you could check out the official videos, here's a look at my recent foray into creating an iPhone (web) application.
Pictured are referrals from the Apple web application directory, where iBlipper landed Sept. 10th. On the x-axis are unique searches, or phrases typed into the iBlipper application. The y-axis is a correlated metric, time on site, and size is mapped to % new users.
We can watch as page 1-5 deliver less and less traffic as the app drops off the category independent list and falls down the entertainment app list in the default recency ordering.
Pay close attention to the axis values -- there are some subtle interpretations available from mixing engagement, volume, and loyalty (% new visits in this case).

For instance, iBlipper briefly landed on the top 10 entertainment apps list, url of /webapps/entertainment/index_top.html. These users seemed to spend more time on the site w/o entering their own search phrases, suggesting a less directed choice in visiting iBlipper and more passive usage of the application. This is shown by the green dot highlighted to the right higher in time on site than average for the unique searches compared to most other referral paths.
I'll leave you with some power user tricks for using motion charts:
- Filters applied in a report view control the data shown in the visualization. In the video case, I've filtered by referrals including '/webapp', a unique signature for the Apple directory
- There's a subtle option on the x & y axis to code by lin(ear) or log(arithmic). Adjusting both axes to logarithmic can greatly inform on the underlying mechanisms.











