Imagine situation where you already know that exactly one person is needed to take blue pill so everyone lives. Correct decision here is to take blue pill, if you value others’ life.
Everything else here is a question of probability of such situation and various logical decision theory puzzles.
Your scenario is not clear to me. In the problem as given, if no-one takes the blue pill, everyone lives. What happens in your scenario if no-one takes the blue pill?
Imagine situation where you already know that exactly one person is needed to take blue pill so everyone lives. Correct decision here is to take blue pill, if you value others’ life. Everything else here is a question of probability of such situation and various logical decision theory puzzles.
Your scenario is not clear to me. In the problem as given, if no-one takes the blue pill, everyone lives. What happens in your scenario if no-one takes the blue pill?
I mean scenario “There are 50 red-pillers and 49 blue-pillers, if you take blue pill, everyone lives, if not, blue-pillers die”.
Well, sure, that’s like I just have to press a button and save 49 people. I’ll do that. But no-one will be in that situation.
And still we see different results in polls.