How many strategically distinct flops exist?

[Adrian20XX]

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For example, Ah7h2h is not distinct from As7s2s, since any hand on the first can be mapped to a corresponding hand on the second.

I have a number, but Im curious if its correct.

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It depends on the definition of "strategically equal".

I'm pretty sure that for me the rainbow boards QQ2, JJ2, JJ3, and many more are strategically equal for me. A good definition of equality might come from the different hands that exist on this board with the pocket cards. In all of them, a player can have 4 of a kind, an unlikely full house with two different cards, a full house with a pocket pair of the low card, trips with different qualities of kickers, two pairs with a pocket pair, two pairs made with the board's low card and a kicker, or the board pair with three kickers.

None of them can have a flush draw or a straight draw.

Regards ...