Are there any Solved FOW endgames in which neither player is guaranteed a win?


Thanks for the response. I should have clarified that I'm looking for an endgame in which both players have a >0% chance of winning with best play from both sides.
An example would be most K+R vs K+R endgames, or K+R+P vs R+R+P. If I'm not mistaken, best play in these positions would generally involve trying to capture the opponent's king (rather than playing passively resulting in a draw in all cases). The problem is that I don't know with what probability these positions are winning for each player with best play (I imagine the exact probabilities depends on the exact initial setup).
Another potential example is K+R vs K+N. I assume the side with the rook is favored for most initial setups, but it's definitely not guaranteed and I don't know how to calculate the exact win percentage.

Regarding winning percentages, I don't think it's possible to calculate theoretically. One would need to run simulations, but in that case we need a FoW AI in the first place

You're both right that there are lots of possible drawn endgames. I suppose the real question I was curious about was actually: Are there any Solved FOW endgames in which the average expected score for White is not 0, 0.5, or 1 with best play from both sides?

I solved a non-simple FoW endgame in which black wins 75% of the time, here: https://www.chess.com/clubs/forum/view/66-66-solved-endgame
I realized that trying to determine best play even in simple endgames is very difficult. While it's easy to tell when one side has a forced win, I've yet to calculate the win-percentage-with-best-play of a side in an endgame in which neither side can force a victory.
Does anyone have any examples of this?