And we’re not mathematically impossible, unless that’s some new philosophical theory: “If human intelligence is mathematically impossible, and yet it exists, then mathematics is fallible, and by inductive reasoning logic is fallible, and I can prove things with inductive reasoning, because piss off.”
Wasn't this essentially the conclusion of Gödel. Math, based on a set of axioms, will either have to accept that there are things that are true but can't be proven, or that there are proofs that aren't true.
Quantum entanglement?:
https://www.popularmechanics.com/science/a65368553/quantum-e...
And we’re not mathematically impossible, unless that’s some new philosophical theory: “If human intelligence is mathematically impossible, and yet it exists, then mathematics is fallible, and by inductive reasoning logic is fallible, and I can prove things with inductive reasoning, because piss off.”