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This is a list of board games.See the article on game classification for other alternatives, or see Category:Board games for a list of board game articles. Board games are games with rules, a playing surface, and tokens that enable interaction between or among players as players look down at the playing surface and face each other. [1]
Most games use a standardized and unchanging board (chess, Go, and backgammon each have such a board), but some games use a modular board whose component tiles or cards can assume varying layouts from one session to another, or even during gameplay. game component See component. game equipment See equipment. game piece See piece. gameplay
Tables board used for Jacquet. The following is a glossary of terms used in tables games, essentially games played on a Backgammon-type board. [1] Terms in this glossary should not be game-specific (e.g. specific to a single game like Backgammon or Acey-deucey), but applicable to a range of tables games.
Find non-theme words to get hints. For every 3 non-theme words you find, you earn a hint. Hints show the letters of a theme word. If there is already an active hint on the board, a hint will show ...
Connect(m,n,k,p,q) games are another generalization of gomoku to a board with m×n intersections, k in a row needed to win, p stones for each player to place, and q stones for the first player to place for the first move only. In particular, Connect(m,n,6,2,1) is called Connect6.
In many word games, notably in Scrabble, a player must build a word using a certain set of letters. If a player is obliged to use a q, but does not have a u, it may be possible to play words from this list. Not all words in this list are acceptable in Scrabble tournament games.
Tic-tac-toe is an instance of an m,n,k-game, where two players alternate taking turns on an m×n board until one of them gets k in a row. Harary's generalized tic-tac-toe is an even broader generalization. The game can be generalised even further by playing on an arbitrary hypergraph, where rows are hyperedges and cells are vertices.
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