Omaha Hi Lo (also known as Omaha 8 or Omaha Eight or Better) is a “split pot” version of the popular Omaha poker game. In this version of the game, there are two winning hands in each round: the high winner and the low winner. The high hand winner is the player with the highest value winning hand – the same as in the standard version of.
- Omaha Introduction. This poker calculator will give you the odds of a win, loss, and tie for each player in Omaha or Omaha Hi/Lo 8 or better. Click on any card and it will be used in the position indicated by the yellow frame.
- The Omaha poker tool calculates accurate poker odds, pot odds, number of outs and table position for regular Hi games and Omaha Hi Lo. Omaha Indicator shows HPoints also known as Hutchison Points which evaluate preflop hand strength, H-Points were invented by Edward Hutchison in 1997and are used specifically for Omaha Poker.
When it comes to drawing in community card games, the key things to keep track of are the pot odds, and the hero's equity in the pot. Lets define these two terms further.
Pot Odds
In poker games, pot odds are the ratio of the current size of the pot to the cost of the contemplated call. The ratio that you receive once you do this simple division problem is very useful to other things. One example is, figuring out if you are getting the right price on future calls and if your play is +Expected Value or -Expected Value.
Our equity in the pot - Pot equity is the percentage of hero winning the pot at any given point in the hand. This number is tougher to figure out and involves a lot of guess work, range building, and acute analysis.
Finding our pot odds:
This is the simple one, so lets knock it out first.
Boo casino. When you are facing a raise on any street; take all the money that is currently in the pot, and add to that the bet you are facing, then divide this total by the bet you are facing. These are your immediate pot odds.
Total pot + your potential call of villains' bet
---------------
villain's bet
=
pot odds
Quick example of pot odds:
Pot of 20$ on the turn, the villain bets 5$. What are your pot odds?
Solution;
25$ (adding villains' 5$ bet since he cannot take that bet back) + 5$ (your potential call)
---------------------------------
5$ (your potential call)
=
6-1 or 16.7% are your direct pot odds here.
Simple, huh? Now, lets move on.
Finding our equity
This one is a bit tougher, so follow along! To find our equity in the pot at any given part of the hand we need to know two things.
- a. We need to know our hand. (Easy!)
- b.We need to know villain's exact hand(Eeek). Or their range of hands. (Oh lord)
Sounds like a truckload of work! But you're in luck! In PLO people tend to nut peddle, so if you put villain on the nuts when they're mashing the pot button, you're probably not too far off!
I suggest starting with this approach and once you get better at putting villain on medium strength, and weak hands you can assign him an accurate range.
Example
But lets start by putting villains who are potting it on hands they probably have! (The nuts.) Below is an example from my training video short of a real hand that happened at PLO100.
We are on the button with jj89. Three handed to the flop, 10usd in the middle, we have the pre flop aggression.
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Playing against two villains on a tjq flop. We have both villains covered.
The BB leads pot right into us. Without going too much into it we can assume he has AxKxXxXx no re draw.
Pot Odds 101: The Definitive Pot Odds Guide
Now that we know his exact hand and our exact hand we can figure out our pot equity!
Calculating our pot equity
We need to plug these numbers into a pot limit omaha equity calculator. I recommend using the best free one at; http://www.propokertools.com/simulations
Plugging our numbers into the calculator, we find out that our hand has 36.71% equity and he has 63.29% equity in the pot.
This is the part of the pot that rightfully belongs to us/him according to the strength of the hand. It is also how often we will win this pot. This is the part of the game where math becomes important and brushing up on the maths will yield results.
Putting it in to practice
Pot-limit omaha is of no exception to the other poker games - making sound math based decisions is inherent to playing the game well. Drawing directly is the option that becomes most suitable when the two numbers we just discussed are about equal.Text Goes Here
One way I recommend practicing is to have one table up and go over spots you thought were close. These close spots you can mark down with an asterisk so you can go back to them after the session or during a break when you sit out. I sometimes do this in live plo games as well, if i thought the spot was super interesting or close, I just go to the coach and take a break and go over the spot with a calculator.
For more in depth examples of this process please check out my video on PLO drawing. I put theory into practice and go over my methodology during a live one table session.
Omaha Pot Odds Calculator
Make sure to check our Omaha Poker Rules page and First time Strategy Tips. Enjoy.
When playing Omaha, your odds are significantly altered in comparison with Texas Hold’em because you have four cards (instead of two) in your starting hand. Naturally, because of the additional cards, you will see many stronger hands in Omaha, which, in turn, alters the way you must play the game. As with any form of poker, the mathematical expectancy of different scenarios occurring in a game of Omaha poker can be precisely calculated to give you a valuable edge. Below, you can find some of the more commonly-considered probabilities, in both variations of the game: standard Omaha and Omaha Hi-Lo.
Here are some basic numbers for some of the various scenarios in Omaha Hi-Lo, starting with the probability for each type of hand.
Omaha High Hand
Hand | Combinations | Probabilities |
Royal Flush | 42807600 | 0.000092 |
Straight Flush | 368486160 | 0.000795 |
Four of a Kind | 2225270496 | 0.0048 |
Full House | 29424798576 | 0.063475 |
Flush | 31216782384 | 0.067341 |
Straight | 52289648688 | 0.112799 |
Three of a Kind | 40712657408 | 0.087825 |
Two Pair | 170775844104 | 0.368398 |
Pair | 122655542152 | 0.264593 |
All others | 13851662832 | 0.029881 |
Omaha Low Hand
Hand | Combinations | Probabilities |
5 High | 7439717760 | 0.016049 |
6 High | 25832342400 | 0.055726 |
7 High | 51687563904 | 0.111501 |
8 High | 76415359104 | 0.164843 |
9 High | 90496557312 | 0.195219 |
10 High | 87800751360 | 0.189404 |
J High | 68526662400 | 0.147826 |
Q High | 39834609408 | 0.085931 |
K High | 13835276928 | 0.029845 |
Pair or Higher | 1694659824 | 0.003656 |
In Omaha, cards are usually referred to as either low (8 or less) or high (9 or more). Consider the following scenario: You hold a hand such as A-2-3-4, and you want to know the likelihood of what you might see on the flop. Here are a few of the figures you may want to commit to memory: You have a 6% chance of not seeing another low card on the flop, a 32% chance there will be one low card, a 46% chance there will be two low cards, and a 16% chance the flop will contain all low cards.
Omaha Pot Odds
Introduction To Pot Odds | How To Calculate Pot Odds In Poker
Understanding pot odds is crucial in the development of every poker player, particularly in the game of Omaha. If you are playing online, knowing the percentages is vital since, really, you have at your disposal none of the traditional methods of learning more about your opponent’s hand, such as the ability to read tells and recognize other visual clues. Many new players are overwhelmed by the thought of having to crunch numbers while concentrating on other things, such as maintaining composure and deciphering their opponent’s intentions. They feel that applying pot odds is something to be left to the pros. However, you do not have to be a math wizard in order to utilize pot odds. This section is an attempt to simplify the concept and hopefully you may begin using the advice to your advantage straight away.
First off, there are a few terms that you need to be familiar with before any real learning can take place:
Outs – The number of cards remaining in the deck, which will improve your hand. Your outs are the unseen cards that will complete or improve your hand to make it the winning hand. By determining the number of outs in relation to your pot odds, you can decide if it is worthwhile to continue with the hand.
Pot Odds – To put it as simple as possible, pot odds are the relationship between the size of the pot and the money you must place on your next bet, in order to stay in the hand. For example, if there is $20 in the pot and your next call is $4, your pot odds are 5:1. Clearly then, the better the odds are, the more attractive it becomes to call the bet.
The following table illustrates the odds of drawing your needed card for each number of outs you have.
Outs | Turn & River | Turn % | River % |
21 | 69.9% | 44.7% | 45.7% |
20 | 67.5% | 42.6% | 43.5% |
19 | 65.0% | 40.4% | 41.3% |
18 | 62.4% | 38.3% | 39.1% |
17 | 59.8% | 36.2% | 37.0% |
16 | 57.0% | 34.0% | 34.8% |
15 | 54.1% | 31.9% | 32.6% |
14 | 51.2% | 29.8% | 30.4% |
13 | 48.1% | 27.7% | 28.3% |
12 | 45.0% | 25.5% | 26.1% |
11 | 41.7% | 23.4% | 23.9% |
10 | 38.4% | 21.3% | 21.7% |
9 | 35.0% | 19.2% | 19.6% |
8 | 31.5% | 17.0% | 17.4% |
7 | 27.9% | 14.9% | 15.2% |
6 | 24.1% | 12.8% | 13.0% |
5 | 20.4% | 10.6% | 10.9% |
4 | 16.5% | 8.5% | 8.7% |
3 | 12.5% | 6.4% | 6.5% |
2 | 8.4% | 4.3% | 4.4% |
1 | 4.3% | 2.1% | 2.2% |
Omaha Starting Hands
It is possible to calculate with absolute certainty the probability that certain hands will be dealt at the start of each round. You may choose to think about it this way in order to grasp the idea: The first card you are dealt could be one of any of the 52 cards in the deck, the second could be one of any of the remaining 51 cards, and so on and so on. What this essentially means is that there are 270,725 possible starting hand combinations. Yes, that’s an awful lot indeed, but since many of these hands can have an identical playing value, and therefore no different from each other, we are left with 16,432 distinct starting hands. Luckily for you, these again can be reduced to a much more manageable 16 hands, which we will call shapes. Have a look at the example table below, which will hopefully make this clearer:
Rank | Example | # of Shapes | Distinct Hands | Odds |
Four of a Kind | 4♥4♣4♦4♠ | 1 | 13 | 20,824 : 1 |
Three of a Kind | 7♥7♣7♦K | 2 | 312 | 107 : 1 |
Two Pair | 8♠8♣Q♦Q♠ | 3 | 234 | 95 : 1 Real mobile casino. |
One Pair | 3♦7♦A♥A♠ | 5 | 5134 | 2.3 : 1 |
No Pair | 8♣K♠Q♦4♠ | 5 | 10725 | 0.48 : 1 |
You may have heard people refer to Omaha as a game of “the nuts”, which just means that you usually need the strongest hand in order to win the pot. This is a bit different from no-limit Texas Hold’em, in which the psychological aspect of the game is much more apparent.
Pre-flop Probabilities
Here are some important probabilities for a nine-handed game of Omaha Hi-Lo:
Omaha Odds Calculator - Card Player
Chance of being dealt A-2-X-X = 6.5%
Chance of being dealt A-2-3-X = 1%
Chance that another player has A-2 when you do = 36%
Chance that another player has A-2 when you have A-3 = 52%
Chance that another player has A-2, A-3, or A-4 when you have A-4 = 86%
Chance of another player having A-2 or A-3 when you have A-3 = 70%
Chance of being dealt A-2-3-X = 1%
Chance that another player has A-2 when you do = 36%
Chance that another player has A-2 when you have A-3 = 52%
Chance that another player has A-2, A-3, or A-4 when you have A-4 = 86%
Chance of another player having A-2 or A-3 when you have A-3 = 70%
The Secret To Winning Omaha/Omaha 8. | Beginners Omaha Poker
Flop Probabilities
Pot Limit Omaha Odds 2 Pair Vs Set After Flop
Here are some important probabilities for the flop in a nine-handed game of Omaha Hi-Lo:
Chance of flopping a low with A-2 = 7%
Chance of flopping a low draw with A-2 = 37%
Chance of seeing an ace and another low card when you have 2-3 = 13%
Chance of seeing a deuce and another low card when you have A-3 = 13%
Chance of flopping a two and a three when you have A-4 = 3.8%
Chance of flopping a low draw with A-2 = 37%
Chance of seeing an ace and another low card when you have 2-3 = 13%
Chance of seeing a deuce and another low card when you have A-3 = 13%
Chance of flopping a two and a three when you have A-4 = 3.8%