Jonathon Little pot odds question
Jonathon Little pot odds question

Jonathon Little pot odds question


Working out the pot odds and then pot odds radio and then how much equity is required to continue, I have worked it out to be 23% required to continue

Pot odds = bet/pot
Pot odds ratio = bet + pot/ bet
Pot odds equity to continue = risk/ risk + reward to work out 23%

Where did I go wrong?

20 August 2024 at 01:45 PM
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2 Replies



Pot "will be" 33.5

For whatever reason he chose a situation in which someone is betting 13.8bb into a pot of 5.9bb and also does not state that information.

You calculated 13.8/(13.8+13.8+33.5) = 13.8/61.1 = 0.225859


Pot odds is normally defined as Reward to Risk, where reward is the amount you win (excluding your last investment) and risk is your last investment.

Example: Pot is 100. Villain bets 50. Reward = 100+50 = 150. Your investment (call amount) = 50.

Pot Odds = 150/50 = 3 to 1. You can show the equity you need for +EV is 1/(1+ Pot Odds) or 1/4 = 25% for this example.

Another way to determine required equity is what I call the Fair Chance Equity rule: if hero calls the 50 bet, the total pot is 100 + 50 + 50 =200. Of that he contributed with his 50 call, 25% of the total pot of 200 so he should be rewarded 25% of the total pot with a call (previous hero bets on the current round are now win amounts).

Little used what I consider to be an incorrect definition of pot odds, namely call/total pot. That is an equity calculation not an odds calculation, He gets the right answer using a "sloppy" definition but I see that definition used pretty often these days.

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