There’s something strange about the analysis posted.
How is it that 100% of the general population with high (>96%) confidence got the correct answer, but only 66% of a subset of that population? Looking at the provided data, it looks like 3 out of 4 people (none with high Karma scores) who gave the highest confidence were right.
(Predictably, the remaining person with high confidence answered 500 million, which is almost the exact population of the European Union (or, in the popular parlance “Europe”). I almost made the same mistake, before realizing that a) “Europe” might be intended to include Russia, or part of Russia, plus other non-EU states and b) I don’t know the population of those countries, and can’t cover both bases. So in response, I kept the number and decreased my confidence value. Regrettably, 500 million can signify both tremendous confidence and very little confidence, which makes it hard to do an analysis of this effect.)
There’s something strange about the analysis posted.
How is it that 100% of the general population with high (>96%) confidence got the correct answer, but only 66% of a subset of that population? Looking at the provided data, it looks like 3 out of 4 people (none with high Karma scores) who gave the highest confidence were right.
(Predictably, the remaining person with high confidence answered 500 million, which is almost the exact population of the European Union (or, in the popular parlance “Europe”). I almost made the same mistake, before realizing that a) “Europe” might be intended to include Russia, or part of Russia, plus other non-EU states and b) I don’t know the population of those countries, and can’t cover both bases. So in response, I kept the number and decreased my confidence value. Regrettably, 500 million can signify both tremendous confidence and very little confidence, which makes it hard to do an analysis of this effect.)
What if it was divided into (typical-lw) (elite-lw) not (typical-lw (elite-lw))? That is, disjoint sets not subsets.
I think it’s more likely that I accidentally did 95-100 inclusive for one and 95-100 exclusive for the other.