> ...the problem is the consensus for what comes after.
When one can't decide between two roughly equivalent options, there's a really cool way to choose between them! Assign each option to a side of a fair coin, flip the coin, and select the one whose side is face up.
It's really neat how many thorny problems can be either eliminated or made substantially less thorny with the careful addition of some randomness.
> ...the problem is the consensus for what comes after.
When one can't decide between two roughly equivalent options, there's a really cool way to choose between them! Assign each option to a side of a fair coin, flip the coin, and select the one whose side is face up.
It's really neat how many thorny problems can be either eliminated or made substantially less thorny with the careful addition of some randomness.