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Knights Tour Solver - Apps on Google Play

    https://play.google.com/store/apps/details?id=com.brailsKnightsTourSolver.knightstoursolver&hl=en_US
    Nov 27, 2013 · Solve the knight's tour problem with your phone! The knights tour is a classic mathematics problem in which the knight must touch every square on a chessboard exactly one time. This app is ideal for finding the solution for a specified board size and benchmark testing your device. Features: * Displays a graphical representation of the path taken to solve the knights tour * Displays …2.9/5(10)

Knight's Tour Challenge - Maths Resources

    http://www.maths-resources.com/knights/
    Knight's Tour Challenge. Set board size to: x Automove (if only one move possible) How to play. This "game" is basically an implementation of Knight's Tour problem. You have to produce the longest possible sequence of moves of a chess knight, while visiting squares on the board only once. This sequence is called "tour".

ktsolver - Just a Knight's Tour problem solver

    http://ktsolver.sourceforge.net/
    The knight is placed on the empty board and, moving according to the rules of chess, must visit each square exactly once." If you want some info about the Knight's Tour problem, you should have a look at the wikipedia page about it and at the links you could find from it. This program is a free software solver for the Knight's Tour problem.

Knight's Tour Online Dr Mike's Math Games for Kids

    http://www.dr-mikes-math-games-for-kids.com/knights-tour.html
    The knight's tour is a classic puzzle where you have to move a knight, so that it visits every square of a chessboard exactly one each. It can be solved for any size chessboard 5x5 or higher - and also for the 1x1 chessboard, where the knight starts in the only square and never moves!

Toledo: Knight's tour solver on a chessboard

    https://nanochess.org/knight.html
    Knight's tour solver. 19th IOCCC. Best Small Program. Can you place a knight on a chessboard and make it to visit the 64 squares without repeating them? If not, this program solves the puzzle, just run it with an argument giving initial position.

BrainBashers - Knights Tour

    https://www.brainbashers.com/knight.asp
    Knight's Tour. Can you move to every square of a chess board using the move of a knight? Moves: 0. 8 Queens Puzzle Chess Puzzles. Many thanks are extended to Ben Joffe for their JavaScript code. Can you move to every square of a chess board using the move of a knight? ...

Knight's Tour - Free Online Games – FlyOrDie.com

    https://www.flyordie.com/chess/knightstour/
    Knight's Tour is a chess puzzle in which the task is to move a knight across the chess board by standard knight moves. The only restriction is that the knight cannot visit the same square twice. The puzzle is said to be completed if the knight visited all squares …

Non-crossing knight tours - Free

    http://euler.free.fr/knight/
    The solutions are 2,5,10,17,24 and 35 (this is sequence A003192 from Online Encyclopedia of Integer Sequences) Strangely, this problem did not receive much consideration, although it's much harder to solve than the normal knight tour problem ! For example: the knight tour problem can be solved via the Warnsdorf heuristic or a recent divide-and ...

Knight's tour - Algorithm

    https://www.programming-algorithms.net/article/39907/Knight's-tour
    The knight's tour is a chess problem, whose goal is to visit exactly once all squares of an empty chessboard using the knight piece. This puzzle is well known since the middle ages – it was described by arab scholar Al-Adli in his work Kitab ash-shatranj (Book of chess).. The knight's tour has a surprisingly high number of solutions.

Knight's tour - Rosetta Code

    https://rosettacode.org/wiki/Knight%27s_tour
    Knight's tour You are encouraged to solve this task according to the task description, using any language you may know. Task. Problem: you have a standard 8x8 chessboard, empty but for a single knight on some square. Your task is to emit a series of legal knight moves that result in the knight visiting every square on the chessboard exactly once.

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