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Let’s say you’re in a no-limit cash game holding...
 
And the flop looks like this...
  
The big blind is 30 cents. There are two callers in the hand who both bet the minimum after the flop, so the pot is now, say, $1.95. What now? Let’s take a look at the pot odds.
First we know that, as things stand, the pot is potentially offering you a $1.95 return for the 30-cent wager it would cost to stay in the hand. That’s a payout of better than 6 to 1. So, if you’re looking for good value, you’ll want to know if your chances of winning the pot are better than 6 to 1.
Let’s look at the cards...
Right now you’ve got nothing, nada, zip, a big fat zero. The bets coming before you indicate some strength so you know that, at this point, you’re probably losing. But wait. The two previous bets aren’t exactly screaming powerhouse, are they? Assuming neither player is slow-playing it’s safe to assume that their on pairs or drawing hands.
So, having thought a little bit about things, you know that filling in the straight or the flush would most likely make you the winner of this hand. What’s more, hitting your K or Q would also put you in a very strong position (though you’re too smart to forget about the straight the Q might make for someone else).
Now it’s time to glance at your chances. You do this by adding up all the cards left in the deck that could complete your hand. In this case there are nine cards that could finish your flush (the nine hearts you haven’t seen yet) and three cards that could finish your straight (the three tens out there). That’s a total of 12 cards (or ‘outs’) to complete a monster hand against 47 that you don’t know about – that’s a 4 to 1 chance on winning a bet that pays 6 to 1.
What’s more, there are three kings and three queens that could come – giving you another six outs to make a very strong hand. Add it up and you’ve got a massive 18 outs in the 47 cards that you haven’t seen yet. You haven’t got time to calculate exactly how that compares to the pot odds, but a quick glance tells you it’s a heck of a lot better than the 1 in 6 of hitting an out on the turn (actually it’s close to 5 to 2, or 40 per cent). |