1 item
Quick access to externally hosted puzzle - N Queens Problem. The N Queens Problem: A Challenging Puzzle Game The N Queens problem is a classic puzzle that involves placing N queens on an N*N chessboard in such a way that no two queens threaten each other. A queen can move horizontally, vertically, and diagonally across the board, making the game both strategic and engaging. Rules of the Game To solve the N Queens problem, you must position the queens so that no two queens share the same row, column, or diagonal. This requires careful planning and strategic thinking to ensure that each queen is placed in a safe position. Tips for Solving the Puzzle Here are some tips to help you solve the N Queens problem: - Start by placing queens in different rows to avoid conflicts. - Consider the diagonals when placing queens to prevent them from threatening each other. - Try to visualize the board and plan your moves ahead to avoid deadlocks. Difficulty Levels Even-numbered grids are generally more challenging to solve than odd-numbered grids due to the symmetrical nature of the board. It is recommended to try out both even and odd grids to test your skills and improve your problem-solving abilities. Challenge Yourself Now! Put your strategic skills to the test by playing the N Queens problem game below. Can you successfully place the queens on the board without any conflicts? Give it a try and see if you can conquer this classic puzzle!
Nov 19, 2025
rating_count is the Chrome Web Store ratings count, not a written-review count.
Media assets
Screenshots and videos on the listing.
Has promo video
Whether the listing includes at least one video.
Languages
Declared language locales.
Developer website
Listing exposes a developer website URL.
Contact email
Listing exposes a contact email.
Keyword in name
Case-insensitive substring match in the name.
Keyword in description
Case-insensitive substring match in the description.
Keyword occurrences in description
Count of case-insensitive occurrences in the description.
Category user-count percentile
Share of same-category extensions with fewer users (null if unknown).
These are transparent listing completeness / keyword signals, not a prediction of Chrome Web Store search ranking.