The only thing is, for Omaha I can't really find the logical bridge between number of combos and starting hands:īut I have no idea how one goes from there to 16432 distinct starting hands in Omaha. This leads to a total of 1326 combos, which is also the result of: In Holdem, I fully understand that you have 169 distinct starting hands (13*13) of which 13 are pocket pairs with 6 combos each (=78 combos), 78 (unpaired) suited starting hands (32s-AKs) with 4 combos each (=312 combos) and 78 (unpaired) unsuited starting hands (32o-AKo) with 12 combos each (= 936 combos). I wanted to ask you to help me with the following problem.
