If you look at the Premier League table this evening you will see that **L**iverpool sit proudly atop the football pyramid.

No great surprise there, you may think.

But then see who tops the Championship tonight: **L**eeds United.

League One? **L**uton Town, and League Two? Yes, you’ve guessed it, **L**incoln City.

So all four of the top leagues are crowned by a team beginning with the letter L. All the more surprising as the only other team in the 92 that begin with L are Leicester City (who, coincidentally, play Liverpool this evening.)

But gets even better – if we go down to the next tier, The National League, we find that **L**eyton Orient lead that divsion!

What are the chances of that – having a team beginning with L at the of the top all first five leagues in English football?

Less than one in three million, I reckon.

(One in 3,317,760 to be precise)

So how did I arrive at this answer? Here’s how:

I assumed each side had the same chance of topping their table. With two out of twenty teams in the Premier League beginning with L, the probability of one of those teams topping the table is 2/20, which simpilfies to 1/10. By no means a certainty, but not improbable, either.

The Championship, League One, League Two and National League all have twenty four teams, with only one beginning with an L. So the probability is 1/24 that an L will top, say, the Championship.

But for all five leagues to be topped by a team beginning with L, we need The Prem, and The Championship, and League One, League Two and National League to all have L’s at the top, so we need to multiply those probabilities together:

1/10 x 1/24 x 1/24 x 1/24 x 1/24 =

1/3,317,760

Not sure if its ever happened before, but take a moment to enjoy it whilst it lasts – not an everyday occurrence.

I know who I’ll be supporting between now and the end of the season!