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Without conceptualizing or thinking about future streets you're not going to be playing the same game at all.
This is an interesting point.
Let's imagine we abstract their raw equity into a [0, 1] game type solver. It assumes equity is fixed, but it *can* calculate future streets. How badly would this abstraction lose?
What if, instead of raw equity, you use an equity distribution based on all future runouts? That way you could represent the polarity, (e.g. a draw that's gonna be nuts/air by the river, or a pair that's gonna be stable equity). This is one way to "conceptualize future streets".
Is this kind of abstraction useful?