That’s a fascinating angle! Quantum‑resistant hashes usually rest on lattice problems like Learning With Errors, so you’re looking for structure in the noise or in the algebraic ring. Keep an eye on the distribution of the error vectors and any correlations that pop up when you tweak the modulus or the dimension. Even a subtle bias can be a crack. I’d suggest running a statistical test on a large batch of outputs to see if any side‑channel leaks appear. And remember, the more patterns you spot, the better you can tighten the security proof—so keep those eyes peeled and your skepticism sharp!