4 ms·

I haven’t read IJ in a while, but I don’t think I agree with the first one. Unless he specifically said that each player has an equal chance of winning, I would

I haven’t read IJ in a while, but I don’t think I agree with the first one. Unless he specifically said that each player has an equal chance of winning, I would not assume that to be the case.

sanderjd 1y ago
Interesting! But then it seems like he would have said it a bit differently, that the odds of that particular tournament with those specific players ending in a tie were much lower.