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Binary Puzzle Solver in Ruby

Shlomi Fish  ❘ Open Source
Latest Version
 
Binary Puzzle Solver in Ruby is an automated solver for Binary Puzzles (a kind of logic game) featured on http://www.binarypuzzle.com/. The solver contains an API and a commandline program and explains why it thinks the player should place a 0 or a 1 in the box. Although it contains only a subset of the moves the authors could think of and does not use backtracking, it was able to solve all the puzzles from binarypuzzle.com which the authors tried.

Overview

Binary Puzzle Solver in Ruby is a Open Source software in the category Games & Entertainment developed by Shlomi Fish.

The latest version of Binary Puzzle Solver in Ruby is currently unknown. It was initially added to our database on 06/11/2013.

Binary Puzzle Solver in Ruby runs on the following operating systems: Windows.

Binary Puzzle Solver in Ruby has not been rated by our users yet.

Pros

  • Easy to read and understand code due to Ruby's syntax.
  • Efficient algorithm for solving binary puzzles, making it suitable for various puzzle sizes.
  • Offers a clear solution approach with simple logic that can be adapted or expanded upon.
  • Well-documented and commented code which aids in further development and maintenance.
  • Potentially helps users learn Ruby while implementing puzzle-solving algorithms.

Cons

  • Limited to binary puzzles, so it may not be versatile for other types of puzzles.
  • Performance may diminish with larger or more complex binary puzzles due to algorithmic limitations.
  • Requires knowledge of Ruby, which could be a barrier for those unfamiliar with the language.
  • The solution might not handle all edge cases and may need additional work for robust performance.
  • Dependency on Ruby’s runtime environment, limiting portability across platforms without a suitable setup.

FAQ

What is the Binary Puzzle Solver in Ruby by Shlomi Fish?

The Binary Puzzle Solver is a Ruby script developed by Shlomi Fish that solves Binary Puzzles, which are logic puzzles involving filling a grid with zeros and ones according to certain rules.

How does the Binary Puzzle Solver work?

The solver uses logic and deduction to fill in the grid cells with zeros and ones according to the given constraints and rules of Binary Puzzles.

What are some key features of the Binary Puzzle Solver?

Features include the ability to solve various sizes of Binary Puzzles, provide solutions step by step, and support for different solving strategies.

Is the Binary Puzzle Solver open-source?

Yes, Shlomi Fish has provided the Binary Puzzle Solver as open-source software under a permissive license on GitHub.

Can the Binary Puzzle Solver handle invalid or unsolvable puzzles?

The solver is designed to handle valid input puzzles and does not guarantee correct results for invalid or unsolvable puzzles.

Are there any dependencies required to run the Binary Puzzle Solver?

The solver is written in Ruby and may require a Ruby runtime environment to execute. It may also depend on standard libraries available in Ruby.

Is there documentation available for using the Binary Puzzle Solver?

Documentation or usage instructions may be provided alongside the source code or on the project's repository to help users understand how to run and utilize the solver.

Is the Binary Puzzle Solver actively maintained and updated?

The maintenance and updates of the Binary Puzzle Solver depend on Shlomi Fish's availability and interest. Users can check the project repository for the latest information.

Can users contribute to the development of the Binary Puzzle Solver?

If the solver is maintained as an open-source project, contributions from users in the form of bug fixes, improvements, or new features may be welcome through pull requests or other contribution guidelines.

Where can I find more information about Shlomi Fish's Binary Puzzle Solver?

Interested users can visit Shlomi Fish's GitHub repository or website to access the source code, documentation, and any additional resources related to the Binary Puzzle Solver.

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