Before sleeping, I assert that the 10th digit of π equals to the number of my eyes. After falling asleep, seven coins will be flipped. Assume quantum uncertainty affects how the coins land. I survive the night only if number of my eyes equals to the 10th number of π and/or all seven coins land heads, otherwise I will be killed in my sleep.
Wil you wake up with 3 eyes?
Like, your decisions to name some digit are not equallly probable. Maybe you are the kind of person who would name 3 only if 10^12 cosmic rays hit you in precise sequence or whatever, and you name 7 with 99% prob.
AND if you are very unlikely to name the correct digit you will be unlikely to enter into this experiment at all, because you will die in majority of timelines. I.e. at t1 you decide to enter or not. At t2 experiment happens or you’ll just waste time doomscrolling. At t3 you look up the digit. Your distribution at t3 is like 99% of you who chickened out.
Like, your decisions to name some digit are not equallly probable. Maybe you are the kind of person who would name 3 only if 10^12 cosmic rays hit you in precise sequence or whatever, and you name 7 with 99% prob.
AND if you are very unlikely to name the correct digit you will be unlikely to enter into this experiment at all, because you will die in majority of timelines. I.e. at t1 you decide to enter or not. At t2 experiment happens or you’ll just waste time doomscrolling. At t3 you look up the digit. Your distribution at t3 is like 99% of you who chickened out.