Skyward Challenge: The Balloon Game

Introduction

The Balloon Game, featured on U1 Gaming’s multi-game machines, offers a thrilling keno experience. Found in prominent Las Vegas establishments like the Las Vegas Club, Rampart, and Dotty’s casinos, it’s a popular choice among players. A variant of Caveman Keno, it distinguishes itself by incorporating five balloons instead of the traditional three eggs. This dynamic twist adds an extra layer of excitement and strategy to the game, enticing players to test their luck and skill in the vibrant world of Balloon Game.

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Guidelines:

  • Players select 2 to 10 numbers from the range of 1 to 80.
  • The game randomly selects 5 numbers from the remaining pool and designates them with balloons.
  • Additionally, the game randomly selects 20 numbers from 1 to 80. It tracks the matches between the player’s choices and the balloons. When a selected number corresponds to a balloon-marked number, the balloon pops.
  • Payouts are determined based on the number of player-selected numbers matched and balloons popped.

Odds Analysis:

Below is an overview of the game’s analysis based on the player’s selection of numbers, ranging from 2 to 10. Rather than repeating introductory details for each selection, they are provided here.

Pay Table: This indicates the payout for each winning scenario, considering a maximum $2 bet typically found at the Rampart casino. It’s worth noting that reducing the bet amount would result in lower payouts.

Combinations: The count of possible combinations for each win, factoring in both the number of catches and balloons popped. It’s important to note that due to limitations in Excel’s calculations, only 15 significant digits are accommodated.

Probabilities: The likelihood of achieving each win, based on the number of catches and balloons popped.

Return: This highlights the contribution of each win towards the overall return of the game, considering the number of catches and balloons popped. The lower section of the image illustrates the game’s overall return.