Unexpectedly Intriguing!
July 26, 2012

A group of economists recently published an article looking at the statistical return to bank robberies in Britain. John Timmer reviews their results:

The results were not pretty. For guidance on the appropriateness of knocking over a bank, the authors first suggest that a would-be robber might check with a vicar or police officer, but "[f]or the statistics, look no further. We can help. We can tell you exactly why robbing banks is a bad idea."

The basic problem is the average haul from a bank job: for the three-year period, it was only £20,330.50 (~$31,613). And it gets worse, as the average robbery involved 1.6 thieves. So the authors conclude, "The return on an average bank robbery is, frankly, rubbish. It is not unimaginable wealth. It is a very modest £12,706.60 per person per raid."

"Given that the average UK wage for those in full-time employment is around £26,000, it will give him a modest life-style for no more than 6 months," the authors note. If a robber keeps hitting banks at a rate sufficient to maintain that modest lifestyle, by a year and a half into their career, odds are better than not they'll have been caught. "As a profitable occupation, bank robbery leaves a lot to be desired."

Worse still, the success of a robbery was a bit like winning the lottery, as the standard deviation on the £20,330.50 was £53,510.20. That means some robbers did far better than average, but it also means that fully a third of robberies failed entirely.

We thought we'd look at the economics of bank robbery in the United States, using the FBI's published statistics for bank crimes in 2011 as our starting point.

Here, the FBI combines 5,014 robberies, 60 burglaries and 12 larcenies into its total of 5,086 bank crimes in the U.S. for 2011.

Of these 5,086 bank crimes, 4,534 resulted in the offenders making off with loot, or 89.2% of the total. That is what we'll call our "initial success rate", as the remaining 552 bank crimes failed to produce any income at all for the offenders for any length of time.

Next, we factored in the 973 bank crimes where the loot that had been stolen was able to be recovered by law enforcement. That lowers the number of successful bank robberies in the United States in 2011 to 3,561. This figure also means that the actual success rate for robbing banks in the U.S. is much lower than our initial success rate would suggest, as the offenders were only able to hang onto the loot in 70.0% of all bank crimes.

We next looked at the offenders "take" - the loot they robbed from the banks! Since nearly 99.8% was in the form of cash, we limited our math to only consider this portion of their take.

The total amount of cash that offenders stole from banks in 2011 was $38,331,491.85. For the total of all 5,086 bank crimes, the average take per crime was $7,536.67.

Dropping out the bank crimes where the offenders failed to take any loot increases the take per initially successful crime to $8,454.23. Adjusting the math to take into account the $8,051,992.97 that law enforcement was later able to recover, we find that the average successful take of a bank robbery in the U.S. in 2011 is just slightly higher at $8,503.09.

Unlike Britain, where the average is 1.6 criminals per bank job, bank crimes in the U.S. would appear to be more of a solitary pursuit. For the 5,086 bank crimes recorded in 2011, the FBI believes just 6,088 people were involved. That works out to an average of 1.2 people per each bank crime.

The average take per successful offender then in the U.S. in 2011 is $7,085.91. This amount is the equivalent of working at the federal minimum wage of $7.25 per hour for just over 977 hours, or about six and a half months if working at that rate full time.

By contrast, the median expected annual salary of an entry level bank teller in the U.S. is $22,896.

So, if an offender wants to continue their life of stealing cash from banks and live at least as well as the lowly paid entry level employee they face across the counter as they commit their crimes, they'll have to rob more than two banks per year.

And that's where our tool today comes into play! Here, we're considering the odds that you'll continue to be successful in robbing banks if you continue to rob banks. Just enter the odds of success and the number of bank crimes into the tool and we'll do the rest!

Your Personal Bank Crime Data
Input Data Values
Success Rate of Bank Crimes [%]
Number of Bank Crimes You'll Attempt
Your Cumulative Odds of Success
Calculated Results Values
The Odds That You'll Succeed In That Many Bank Crimes
Your Estimated "Take" from All Your Bank Crimes

Using our default 70% success rate, we estimate that a prospective bank robber has less than a 50% chance of successfully committing two bank robberies in their choice of career.

And suddenly, choosing to be that person behind the counter looks pretty good in comparison. If only Boston's "Trench Coat Bandit", pictured above, was that smart - somehow, we don't think the 22 and a half years he'll be staying as a guest of the state of Massachusetts pays as well in comparison.

Labels: ,

About Political Calculations

Welcome to the blogosphere's toolchest! Here, unlike other blogs dedicated to analyzing current events, we create easy-to-use, simple tools to do the math related to them so you can get in on the action too! If you would like to learn more about these tools, or if you would like to contribute ideas to develop for this blog, please e-mail us at:

ironman at politicalcalculations.com

Thanks in advance!

Recent Posts

Stock Charts and News

Most Popular Posts
Quick Index

Site Data

This site is primarily powered by:

This page is powered by Blogger. Isn't yours?

CSS Validation

Valid CSS!

RSS Site Feed

AddThis Feed Button


The tools on this site are built using JavaScript. If you would like to learn more, one of the best free resources on the web is available at W3Schools.com.

Other Cool Resources

Blog Roll

Market Links

Useful Election Data
Charities We Support
Shopping Guides
Recommended Reading
Recently Shopped

Seeking Alpha Certified

Legal Disclaimer

Materials on this website are published by Political Calculations to provide visitors with free information and insights regarding the incentives created by the laws and policies described. However, this website is not designed for the purpose of providing legal, medical or financial advice to individuals. Visitors should not rely upon information on this website as a substitute for personal legal, medical or financial advice. While we make every effort to provide accurate website information, laws can change and inaccuracies happen despite our best efforts. If you have an individual problem, you should seek advice from a licensed professional in your state, i.e., by a competent authority with specialized knowledge who can apply it to the particular circumstances of your case.