This week, Angela Merkel meets Herman Van Rompuy, Mario Monti meets Francois Hollande who also meets David Cameron.
The new Meeting Season seems to indicate that Eurozone leaders have decided that meeting in plenary will be punctuated by the new craze of meeting in pairs.
I thought that it may be useful to compute how many meetings 0f TWO, could be managed by 20 politicians.
They are: the 17 Eurozone leaders + Van Rompuy + Barroso + Cameron = 20.
So, how many meetings would 20 politicians generate if they met in pairs?
Using the formula n!/(r!(n-r)!)……… (n = number of leaders and r = 2, as they meet in pairs)
The total number of “pair meetings” achievable by 20 politicians is 20!/(2!(20 – 2)!) = 190
We have to double that, because they each will want to meet twice so that each one has TWO meetings with every one. (One Home and one Away).
Therefore 20 politicians can generate 380 meetings - if they confine themselves to meeting TWO at a time.
That of course is on TOP of the monthly Eurozone Crisis Meetings, EU meetings and special meetings – for instance, when Spain decides to take the €500 billion we all know it needs or the next time Greece is (once again) about to go down the Grexit toilet.
We can see therefore that any attempt to solve the European Crisis would only serve to interfere with what is already a very heavy meeting schedule.