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penwielder | 2 years ago

This sounded like an interesting puzzle to me. I doubt it's the only way, but I arrive at 5620 if I both count the empty position and leave out detection of diagonal wins.

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munificent|2 years ago

Ah, you're right. I had a bug in the code to detect diagonal wins. With that fixed, I get 5,478 unique reachable boards.