I think I’ve run into this misunderstanding in my own conversations. The problem is that there are two different lines of reasoning that can look very similar:
A: You say “Z is true of X”, and I respond “Z is false for thing-like-X”, implying “Z is likely false for X”.
B: You say “Z is true”, and I respond “Z is false for Y”, implying not “Y is like X therefore Z is likely false”, but “Z is sometimes false, so we need to actually evaluate whether it’s true of X”.
I think people who use this reasoning would do well to make it more explicit.
(Here, Z is “there must be a path to compliance”, X is Coinbase, and Y – not, I believe, thing-like-X – is heroin.)
A: You say “Z is true of X”, and I respond “Z is false for thing-like-X”, implying “Z is likely false for X”.
B: You say “Z is true”, and I respond “Z is false for Y”, implying not “Y is like X therefore Z is likely false”, but “Z is sometimes false, so we need to actually evaluate whether it’s true of X”.
I think people who use this reasoning would do well to make it more explicit.
(Here, Z is “there must be a path to compliance”, X is Coinbase, and Y – not, I believe, thing-like-X – is heroin.)