Little Joe
Little Joe in craps is a slang term used to refer to a hard 4, meaning a roll of two 2s, and it’s one of many colorful craps phrases you might encounter while playing at an online casino.
Key Details of Little Joe
- Little Joe refers to a hard 4, specifically a roll of two 2s.
- It's a term used to describe a game situation, not a specific bet.
- Odds, house edge, and payout are not applicable to this term as it doesn't represent a bet.
- Understanding craps lingo like Little Joe can help you follow the game more easily.
How to Bet in Craps When Little Joe Is Called
There's no specific way to bet when Little Joe is rolled. However, if you have placed a bet on hard 4, you would win.
How Does Little Joe Work?
Little Joe isn't a bet but a term used to describe a specific outcome - a roll of hard 4. If you hear this term, it means the shooter has rolled two 2s.
Examples of Little Joe in Action
For instance, if you've placed a Hardways bet on 4, and the shooter rolls a Little Joe (two 2s), you would win based on the odds of the Hardways bet.
Tips for Betting When Little Joe Is Called
As with any craps bet, it's important to understand the odds and house edge before placing your bet. If you enjoy betting on Hardways, hearing the term Little Joe could be music to your ears.
Little Joe Craps FAQs
What is Little Joe in craps?
Little Joe in craps is a slang term used to refer to a hard 4, meaning a roll of two 2s.
How does Little Joe affect my bets?
Little Joe isn't a bet but a term used to describe a specific outcome - a roll of hard 4. If you have placed a bet on hard 4, you would win when Little Joe is rolled.
What are the odds when Little Joe is rolled?
The odds would depend on the specific bet you've placed. For a Hardways bet on 4, the typical odds are 7:1.
Can I place a bet on Little Joe?
You can't place a bet on Little Joe specifically, but you can place a Hardways bet on 4, which would win if a hard 4 (Little Joe) is rolled.
How common is Little Joe in craps?
The probability of rolling Little Joe (hard 4) is 1 in 36, as there's only one combination of dice (two 2s) that can result in this outcome.



