The width between rails on a standard guage railway (ie ours!) is based on an ancient Roman measurement for the ruts in roads that chariots used. Effectively, the width of our trains is dictated by the width of horses backsides!
How about a Rowntree's fruit bat?
Just to plat devil's advocate, what's the probability of a zero probability event?
No, he's completely wrong. A probability space consists of a triplet (A,B,u), where the probability measure u is a map from B (a sigma algebra corresponding to the sample space A) to the closed interval [0,1]. In paritcular, the sigma algebra is defined to contain the empty set, the measure of which is zero.
Just to plat devil's advocate, what's the probability of a zero probability event?
Russell was French and is therefore unqualified to build spiral staircases correctly!
Or something
Edit: Russell Square Tube Station
It's impossible to sneeze with your eyes open :myth
That's still not relevant as the probability measure u, can never be zero. [Cue w11tho spouting another irrelevant formula in the hope of bull****ing me into submission].
Originally Posted by jak731 View Post
Just to plat devil's advocate, what's the probability of a zero probability event?
Zero.
Erm, was there something about the phrase "the measure of which is zero" which you found unclear?That's still not relevant as the probability measure u, can never be zero. [Cue w11tho spouting another irrelevant formula in the hope of bull****ing me into submission].
What if the die is a hypercube?
Erm, was there something about the phrase "the measure of which is zero" which you found unclear?
You've said something daft, you've been corrected. No big deal - move on.
If it was the one at Covent Garden:
From top to bottom it is clockwise yes.
From bottom to top it is not. Therefore it spirals upwards anti-clockwise not clockwise
Yeah he mean't Russell Square. The picture i found was labeled Russell Square and also went clockwise up, but apparently it's not Russell Square in the pic. No idea then, never been there myself.