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The Monty Hall problem has always bothered me when considering it on the basis of 3 doors. However when the concept is extended to 100 doors, and 98 are opened, it starts to click for me that of course the odds arent 50/50. It's much more obvious that the prize was in the field (and the odds shift to reflect that)
That's the thing though, according to the explanation, it's never 50/50.
If there are 3 doors, and 1 is opened, you have a 2/3rds chance in winning by picking the other door.
I meant are not
Typo :)