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Practical Poker Math

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5. Odds in Omaha Hi-Lo<br />

This calculation includes the possibility of flopping a<br />

made nut Low.<br />

There are Comb(24, 2) 2-card combinations from the ranks<br />

3 through 8 and 36 pairs:<br />

(24 * 23) = 276<br />

(1 * 2)<br />

276 – 36 = 240 is the number of 2-card combinations that<br />

will flop the nut Low draw. This is multiplied by all of the<br />

remaining cards minus those that will counterfeit either the<br />

Ace or Deuce in the hole (40):<br />

240 * 40 = 9,600<br />

With 9,600 3-card combinations that will flop the nut Low<br />

draw to this hand, the odds are<br />

A2XX >>> Nut Low<br />

Total Possibilities = 17,296<br />

– WILLs = 9,600<br />

WILLNOTs = 7,696<br />

Odds of Flopping Nut Low Draw<br />

WILLNOTs : WILLs<br />

7,696 : 9,600<br />

Reduce<br />

7,696 / 9,600 : 9,600 / 9,600<br />

.8 : 1<br />

To flop a nut Low with this hand, the board must contain 3<br />

unpaired cards ranked 3 through 8. There are six ranks and<br />

thus Comb(24, 2) 2-card combinations minus the 36 possible<br />

pairs among these ranks:<br />

186

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