Let's have one last go at explaining this to you. It really is quite simple, and your view really is quite wrong. Watch also how I explain this without resorting to underline, bold or

s to make my point.
Since 1996/97, both the LoI and the IL have had four teams in Europe each. That's 13 seasons, including this one. We can use the number of times each team has qualified for Europe in the past 13 years as a decent estimate of the probability of them getting into Europe in the coming years. That gives us -
Code:
Club Times % prob
Glentoran 12 0.92
Shels 11 0.85
Cork 10 0.77
Linfield 10 0.77
Bohs 8 0.62
Portadown 7 0.54
St Pat's 6 0.46
Cliftonville 5 0.38
Derry 4 0.31
Coleraine 4 0.31
Rovers 3 0.23
Longford 3 0.23
Drogheda 3 0.23
Glenavon 3 0.23
Crusaders 2 0.15
Omagh 2 0.15
Lisburn Dist 2 0.15
Dungannon 2 0.15
Sligo 1 0.08
Bray 1 0.08
UCD 1 0.08
Dundalk 1 0.08
Ards 1 0.08
Ballymena 1 0.08
Newry 1 0.08
This takes into account fluctuations such as you mentioned - Limerick coming from nowhere to get into Europe or Shels imploding.
The sum total of all the probabilities is 8, because there's eight Euro slots. In any given year over time, there is, for example, a 92% chance that Glentoran will be in Europe, and an 8% chance Dundalk will be in.
Now imagine we have an AIL where there's four spots going. The sum probability of the first six teams (Glentoran through Portadown) getting into Europe in any one year is 4.5. This can't be, because we only have four spots. Therefore, in order to adjust to four spots, teams will have to have their probabilities of getting into Europe reduced so that the overall sum equals four.
This, of course, is the point of the whole argument, and why your attempts to get around maths by using English are nonsense. In order for the maths to work, Glentoran's probability would reduce from 0.92 to something like 0.5 (say). That means that, instead of qualifying for Europe 92% of the time, they'd be qualifying 50% of the time.
QED.
If you want to take issue with that, I'd advise letting some international maths body know you're changing probability theory.
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