2 ms·
True enough. It'd be very interesting to collect a large pile of estimates like these and see if they come even close to following Benford's Law[1]. 1: http:/
by bunderbunder 14y ago
True enough.
It'd be very interesting to collect a large pile of estimates like these and see if they come even close to following Benford's Law[1].
1: http://en.wikipedia.org/wiki/Benfords_law http://en.wikipedia.org/wiki/Benfords_law
- finnh 14y agoI would imagine that it's close to the inverse - a big pile of numbers that start with 9, and many many fewer that start with 1.