Jackpot sit and go

24/7 Poker Tournaments | Bodog Jackpot Sit & Go

Prizes in less than
60 minutes

Picture this: you at the Poker table with your friends, all competing for the same reward:

Winning the jackpot

AT BODOG, THIS CAN HAPPEN FASTER THAN YOU THINK
That’s because Jackpot Sit & Go is the quickest way to make money playing Poker.
With fast-paced tournaments that kick off whenever and wrap up in just a few minutes..

Quick and hourly tournaments

Just 3 players

300 starting chips

Jackpot up to x2000

Play up to 4 tournaments
simultaneously

In the Texas Hold’em format, it’s the ideal tournament for those who want to win without spending much. The more tournaments you play, the greater your chances of winning.


No time to play for hours?
No problem.

Thanks to the “hyper turbo” feature, where blinds increase every 3 minutes, you can win quickly at the table.


See how easy it is to play

The tournaments are available at any time of day:

Access your account
Enter or sign up

Choose the
tournament type

In the Poker Lobby, select “Jackpot Sit & Go”

Register and
start playing

Once the table is full, the game will begin

Keep in mind that the prizes remain a secret until the game begins.

Prizes that multiply in minutes

Choose your favorite tournament or play two at the same time:

Prize
up to USD 1,000

USD 0,50 Buy-in

Up to
USD 2,000

USD 2 Buy-in

PRIZES AND CHANCES TO WIN WITH A USD 2 BUY-IN

Prize Multiplier

Frequency/
Probability

1st place

2nd & 3rd place

2 75.016 in 100.000 USD 4 -
5 24.866 in 100.000 USD 10 -
15 105 in 100.000 USD 30 -
120 9 in 100.000 USD
200
USD
20
240 3 in 100.000 USD 400 USD
40
1.250 1 in 100.000 USD
2.000
USD
250

*House gets 7%

PRIZES AND CHANCES TO WIN WITH A USD 0,50 BUY-IN

Prize Multiplier

Frequency/
Probability

1st place

2nd & 3rd place

2 75.057 in 100.000 USD 1 -
5 24.887 in 100.000 USD 3 -
15 43 in 100.000 USD 8 -
120 9 in 100.000 USD
50
USD
5
240 3 in 100.000 USD 100 USD
10
2000 1 in 100.000 USD
700
USD
150

*House gets 7%

FAQ

What is a Jackpot Sit & Go Poker tournament?

A Jackpot Sit & Go Poker Tournament offers an exhilarating twist on traditional Poker. In this fast-paced game, a small group of players, typically three, starts with an equal stack of 300 chips, all competing for a cash prize randomly determined at the game's outset. In simpler terms, it’s about quicker tournaments and bigger rewards by the end of the day.


How to Play Jackpot Sit & Go?

To play Jackpot Sit & Go Poker, simply log into your Bodog account or create one and follow these steps:
1) Choose a Jackpot Sit & Go tournament in the "Poker Lobby".
2) Pay the buy-in fee.
3) Wait for at least 3 players to start. The prize will be revealed at the beginning of the game.
4) It's time to play your best cards!

The winner of the game is the player who ends up with all 900 chips (900 x 3 = 2700). Except when one of the top three multipliers is hit – in that case, all players at the table receive the prize.

Check the payout table for details.


Where Can I Play Jackpot Sit & Go?

Currently, due to its excellent gameplay, it's easy to find the best sites to play Jackpot Sit and Go. You are on one right now.

At Bodog, these tournaments can be played on desktop, the Bodog software and mobile devices like cell phones, either directly on the website or through the app.


How are tables formed in a Jackpot Sit & Go tournament?

Poker tables are formed as soon as players register for the tournament. Typically, there are 3 players per table


How Long Does a Jackpot Sit & Go Last?

Normally, a Jackpot Sit & Go lasts less than 1 hour, giving players the freedom to play at any time and win more prizes per day.


How to Win in Jackpot Sit & Go?

In addition to your Poker skills, you can increase your chances of winning in Jackpot Sit and Go by playing up to three tournaments at the same time. You can also play online multiple times throughout the day, improving your probability of winning and succeeding in Jackpot Sit and Go. Check out the available Jackpot Sit and Go Poker tournaments at Bodog.


How Much Does it Cost to Play Jackpot Sit & Go?

At Bodog, buy-ins range from USD 0,50 to USD 2, offering affordable entry fees and the potential for life-changing prizes.


Can I Win Money Playing Jackpot Sit & Go?

Absolutely! Jackpot Sit and Go is the fastest way to make money in Poker. Due to the "hyper-turbo" structure with blinds increasing every 3 minutes, you have a much better chance of winning quickly at the table


What Are the Prizes in Bodog’s Jackpot Sit & Go?

The prize amount is randomly determined at the start of the tournament and can be a multiplier of the buy-in amount, allowing you to win much more than you invested.

For example: if your buy-in is USD 2 and the jackpot multiplier is x1,250, the winner takes home USD 2,000, and the 2nd and 3rd places each receive USD 250.


What Are the Advantages of Playing Jackpot Sit & Go?

The main advantages include fast games at any time of the day, no waiting for specific schedules and lower Poker buy-ins. Additionally, you get to experience the excitement of unknown prizes and the chance to win big rewards with a smaller investment. As a high-speed Poker tournament with blinds rapidly on the rise, Jackpot Sit and Go dishes out a ton more prizes in a fraction of the time.


Terms and conditions
  • Jackpot cancellation with a likely winner
    • If a Jackpot Sit & Go tournament is canceled and there’s a player that, according to the multiplier diagram, could be considered as winner, the prize will be distributed in the following ways:
      • 50% of the prize value will be distributed equally between the remaining players
      • 50% of the total prize will be divided proportionally based on the chip count.
  • Jackpot cancellation with three prizes to be awarded
    • If a Jackpot Sit & Go tournament is canceled and there’s three possible winners according to the multiplier diagram, the prize will be splitted in the following way:
      • Each player receives the lowest amount of the prize to be awarded
      • The prize pool will be assigned proportionally based on the chip count

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