Many moves of strong engines are perfect.
A wild speculation. It is meaningless to play a perfect move on your 25th move, if you already played 24 imperfect moves.
After playing one imperfect move, the notion of perfect loses its meaning. Strong engines may play strong moves, maybe even perfect, but nobody knows they don’t commit blunders galore where we see ‘perfect’... We can speculate but we don’t know. Only a supercomputer would know, which was the whole point here.
If white loses by force, then it's the same argument. Black has 20 different first moves, all of which have already been played 1000s of times.
Did not even mention that the main problem is the inability to ngle out a perfect move. Not playing it by accident.
It is the action of labeling one specific move as perfect that is a speculation, not a fact—that was the discussion.
In your reasoning you moved from one speculation to another, in order to vaguely point that one of those 20 moves must be perfect.
Speculation 1: White wins with best play. Then of 20 opening Bkack moves, one is perfect.
If speculation 1 is false, then speculation two is that Bkack wins by force. However, here it may not win in all the lines, so it may not win after most White’s first moves, in case it’s a draw, since speculation 1 was false, but in some it may win. I’m not sure 1. g3 h6 has been played, or 1. Nc3 h5. But anything’s possible.
The main point is that it still needs a speculation in order to say ‘one of these twenty moves is perfect.’ I need to speculate about the final outcome.
Back where we started.
And to label the sequence 1. e4 e5 2. Nf3 Nc6 3. Bb5 or 3. d4 ‘ perfect’ is not a fact, but a speculation.