Then suppose i said that this new game is a win for White if neither side makes an error...
Some would make the argument that i could not know the game is a win for White because the game has not been solved with a 31 piece table base.
To know and to prove means different things in different context. Evidence you showed would enough to send someone in jail as in real word total confidence is no possible
But solving a game is mathematical term and maths is self contained and there 'to solve' really means solving, no amounts statistical evidence makes a proof of anything. Yes, every one agrees that this probable outcome, it just has not been proven.
When i was age 15, my employment was as Chess Instructor for the City of Decatur Illinois. As part of my employment i played hundreds of simultaneous situations--usually against 10 to 12 players at once.
I won more than 99.9% of those games. There were 2 or 3 games [out of thousands of games] where i blundered and lost my queen for little or no compensation.
However i did not resign--played on and won those games!?


Then suppose i said that this new game is a win for White if neither side makes an error...
Some would make the argument that i could not know the game is a win for White because the game has not been solved with a 31 piece table base.
To know and to prove means different things in different context. Evidence you showed would enough to send someone in jail as in real word total confidence is no possible
But solving a game is mathematical term and maths is self contained and there 'to solve' really means solving, no amounts statistical evidence makes a proof of anything. Yes, every one agrees that this probable outcome, it just has not been proven.
Did i say that in the senario that the particular game mentioned would be solved?? To answer my own question...i DID NOT say the particular game mentioned was "solved"!
The hypothetical was to show the hang up some people have that they seem to think a game has to be "solved" for someone to know the outcome of the game.
Suppose i changed to a new game which would be just like chess but that Black would be minus a queen and both rooks...Any body who knows just a little about chess would know that the natural result of that game would be a win for White.
Now some would argue "we do not know the theoretical result of such a game so you cannot prove the game is a win for White."
But what does "theoretical" mean? Looking "theoretical" up in the dictionary here is what I get: "theoretical" Something theoretical is concerned with theories and hypothesis--it's not necessarily based on real life or meant to apply to real life.
So, in that senario, i would say the game will naturally end in a win for White if both sides played without making a mistake. And this is true regardless if the game is or is not theoretically proved to be a win for White.
So those insisting on theoretical proof to know that game is a win for White are somewhere out in some not real life scene.
I prefer real life