I’m not really imagining matching. I’m imagining the scope of points that I’m looking at sweeping outwards, and having different sides “win” by having more points in-scope as a function of time.
But I think if you prompt someone to imagine matching, you can easily pump intuition for sets being the same size if they alternate which is more dense infinitely many times.
I’m not really imagining matching. I’m imagining the scope of points that I’m looking at sweeping outwards, and having different sides “win” by having more points in-scope as a function of time.
But I think if you prompt someone to imagine matching, you can easily pump intuition for sets being the same size if they alternate which is more dense infinitely many times.
So then because the winner alternates at an even rate between the two sets, you can intuitionally guess that they are equal?