Three Card

One three-card hand, paid on what it is — there is no dealer hand to beat, which is what makes the odds here fully enumerable. There are only C(52,3) = 22,100 distinct hands, so every probability on this page comes from counting all of them rather than from a table someone typed in.

The paytable itself is derived the same way Keno's is: a fixed shape sets the relative worth of each hand class, then the whole row is scaled so the exact expectation over those 22,100 hands lands on 99%.

RTP exactly 99.00%, recomputed from the rounded multipliers actually paid.