ponz I already explained several times (and george did it aswell) that we do not have "hundreds of game that have no errors and end up in a draw". We are unable to tell in great number of positions (inculding the starting position) if a move is or not a mistake. If you think you can seriously convince anyone that you know the list of first moves that are not mistakes, you should publish a paper because the whole math community is waiting for that answer.
I'm not trying to pick rare games or whatever. What I am saying is that as long as there are more than 7 pieces on the board, our means of analysis (human + engines) are by nature unable to make the distinction between perfect play and good practical play. We cannot rely on them, engines are not programmed to find perfect moves and humans are way too limited to probably understand why a perfect move is a perfect move in a lot of situations (including, again, very simplified positions like Q+P vs Q endgames).
Don't expect to get more answers from me, for reasons we both know. I came back essentialy to answer chiaro's post, which looked like an invitation for a constructive debate. Turns out he wasn't believing what he said, so I guess I'm out again.
@chiaro :
Ok I didn't get that.
This thread is most likely going to die anyway, since most people, for various reasons, are discouraged to argue here. It was an interesting thread though.