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I've removed a post from the other thread where it did not belong and started this thread instead.
So whats this all about? I was curious about GDP/capita and where the UK stood in relation to other countries. So I looked up a list of this measure for European countries. And - maybe because I've been refining my German language skills - I noticed something rather peculiar. In a GDP/capita table of 45 European countries, there is a block at the top in which all the countries bar one have a Germanic language as their main language. Moreover, no countries of that type are found lower in the table. The exception in the top grouping is San Marino, which is a bit of an odd country.
Now, there are a dozen Germanic language countries in Europe. The chance that a random selection of a dozen plus one states from all the states in Europe would contain those particular countries is 1 in 871,515,810.45.
(For the mathematically inclined, the formula is 45!/((45-12)(45-12)!12!) and I'm assuming that each country would be chosen with equal likelihood.)
There's clearly something afoot here that cannot reasonably be explained by chance alone. What, then, could explain this curiosity?
Note 1: what I mean by "Germanic language country" is a country in which more people speak a Germanic language as their first language than any other language. So Belgium, for example, is such a country because a majority of its citizens speak varities of Dutch, which is Germanic.
Note 2: as always, I may have erred. Corrections welcome!
This is the table of GDP per capita, 2016, in PPP dollars:
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