Queen shock


Bg6 silly careless move.
True. But the winner of a game of chess is always the player who makes the next to last mistake.

Sure. But it's the last one that loses. That's what's called a "truism", meaning it cannot be false in any possible world.

I agree that the player making the last mistake loses but that doesn t mean that the same player could not also have made the next to last mistake , in which case he should be the winner according to your earlier statement.

Well, as long as the evaluation of the position stays within reasonable bounds, @KantWasWrong's idea is true. But what happens if one side is up a Rook and then hangs their, say, b-pawn?

As a philosopher, I enjoy these sorts of exchanges. The adage is true. It's a tautology, and so cannot be false.
@greekgift: Bh4 was intentional. It weakened the Black pawns, and then parked itself on g3 where it kept a watchful eye on e5, where Black had a pawn that he had to keep defending. I learned the technique from my lessons.

Personally, I think if the bishop turns out to be poorly placed on g3, 7. Bg5, not 8. Bh4, was the mistake.


It is certainly true that I'm no good. I probably should have quoted instead of paraphrased:
"Victory goes to the player who makes the next-to-last mistake." - Savielly Grigorievitch Tartakower
Is he good enough?

Okay, let's change the subject, then. A tautology is a statement that cannot be false — for example: "The bachelor is not married." In logic, we call it a biconditional implication, and represent it thus: A <-> B. The fact that he is a bachelor and unmarried imply each other. That's elementary Kripke first order predicate logic.
Tartakower's tautology is of the same FOPL form: The fact that the player is the victor and the fact that he makes the penultimate error imply each other.
QED

He is good enough but that doesn t make it true, a player can make two mistakes in a row.
Conider for instance
e4 g5 (this is mistake number one, the next to last)
Nc3 f5 (mistake number 2 the last one)
Qh5 checkmate.

And what if a player makes a mistake but is still better, and both sides play perfectly from then on?


I'll give a trophy to the first person who can find a game someone showcased in which they lost. Happy Hunting.

He is good enough but that doesn t make it true, a player can make two mistakes in a row.
Conider for instance
e4 g5 (this is mistake number one, the next to last)
Nc3 f5 (mistake number 2 the last one)
Qh5 checkmate.
Tartakower did not exclude the last mistake. With respect, your argument is a non sequitur.
Also, no one said it was true just because a GM said it. Quoting him was in response to being told that I'm such a hopelessly weak player that I have no place commenting on such matters. The GM merely observed a tautology and voiced it. His saying it does not make it true; the fact that it cannot be false makes it true.