Oh yeah was a bit sleepy and thought you could just put arbitrary expressions in the numerator instead of just the type.
But consider this: heterogeneous propositional equality type of types x and b under equivalence relation a, which is bound somewhere else in the aether that we can’t see in the screenshot
Constructors of this equality type? No fucking clue but I’m sure there exist some to make the need for an equivalence relation make sense
quotient equivalence under an equivalence relation “a” https://en.wikipedia.org/wiki/Quotient_type
This Arch story reminds me a lot of a r/talesfromtechsupport story that went remarkably similar but had a less happy ending for the Linux enthusiast, where he basically disabled the TPM and couldn’t access the company network because the network seemed to only allow trusted machines.
Can’t find it right now but maybe I can do some digging once I’m on a computer
Idk after enough very hot peppers their taste buds are probably pretty fried