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Steam
Binary Game
Windows
4w ago
DRM:
Steam
Steam
$0.99
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About Binary Game

Binary Game - about the game

This game is a simple probability game where the player generates a 30-digit binary number (composed of 0s and 1s) randomly, and wins if all digits are either 0 or 1.

Game Objective

The player clicks a button to generate a 30-digit number randomly. If the generated number consists entirely of 0s or entirely of 1s, the player wins and can see a victory message. Otherwise, they must try again.

Features of the Game
  • Randomness: Each digit has a 50% chance of being 0 or 1, making the outcome purely random.

  • Extremely Low Winning Probability: The probability of generating a 30-digit number with all identical digits (either all 0s or all 1s) is extremely low. The winning probability is approximately 0.0000001862%, which is significantly lower than the odds of winning a lottery jackpot.

  • Simple Interface: Players can start the game by clicking a button, and the game state is displayed on the UI for an intuitive experience.

Game Rules
  • When the game starts, a 30-digit number is generated randomly.

  • The generated number is displayed on the screen, and the game checks whether it meets the winning condition.

  • The winning condition is as follows:

    • All digits are 0, or

    • All digits are 1

  • If the condition is met, a victory message is shown; otherwise, a losing message is displayed along with the generated number.

  • The player can attempt as many times as they wish.

Fun Elements of the Game
  • Luck-Based Gameplay: The outcome is determined solely by luck, making every attempt unpredictable.

  • Challenge: The extremely low probability of winning makes achieving victory very satisfying.

  • Simple Controls: The game can be started with a single click, making it accessible to everyone.

This game is a casual experience meant to be enjoyed in short bursts, providing players with the thrill of trying their luck and the excitement of potentially achieving victory against overwhelming odds.