I think people have to be extremely careful with this kind of opinion. In particular seeing such a push for post-quantum crypto while the current state of the art for quantum factorisation is 15 and 21 and the fact that current assumptions (for KEM in particular) are clearly not as studied as dlog.
It's maybe good to remember that SIDH was broken in polynomial time by a classical computer 3 years ago... I'm really concerned by the current rush for PQ solutions and what are the real intentions behind it. On a side note there might even be a world where a powerfully enough quantum computer that break 2048 bigs RSA will never exists (Hooft, Palmer... Recent quantum gravity theory).
As long as a hybrid approach is taken what is there to worry about? Whereas not adopting PQC in a timely manner is obviously a gamble.
The largest number factorised on a quantum computer is 8,219,999 on a D-Wave machine (a quantum annealer, so not capable of running Shor's, but capable of being an actual shipping product you can use, unlike gate model machines).
https://www.nature.com/articles/s41598-024-53708-7
> Overall, 8,219,999 = 32,749 × 251 was the highest prime product we were able to factorize within the limits of our QPU resources. To the best of our knowledge, this is the largest number which was ever factorized by means of a quantum annealer; also, this is the largest number which was ever factorized by means of any quantum device without relying on external search or preprocessing procedures run on classical computers.