That said, one obvious concern in the other direction is that the encryption schemes which we are hoping to be resistant to quantum computing based attacks have had much less attention given to them (in part due to them simply being much younger), and thus we have less certainty that they are even classically good encryption. And we've had now multiple examples of supposedly quantum resistant algorithms being cracked by completely classical methods. See for example
Which is why no one is suggesting moving to a post-quantum algorithm alone. What Chrome is implementing is a hybrid key exchange, ML-KEM768+X25519 (the X25519 part is a standard elliptical curve cypher). Unless your implementation is absolutely terrible, you can't decrease security by layering on multiple encryption schemes, so even if ML-KEM is no more secure than ROT13, it still won't introduce any new vulnerability.
That's mostly meant as a joke, but it is also true.
That would only be true if intelligences were evenly distributed across the curve, which they are not. But thanks for proving the point so far as it goes, anyway.
Actually it's true for any symmetric distribution. IQ happens to be normally distributed (by construction: the underlying raw scores are mapped to a normal distribution, though I suspect the underlying scores are themselves probably normal as well), which is very much symmetric. So, you know, maybe don't cast shade on other peoples' intelligence while making a false claim of your own?
"Consider a spherical bear, in simple harmonic motion..." -- Professor in the UCB physics department