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Backgammon notation is a means for recording backgammon games, developed by Paul Magriel in the 1970s. [1] The common way of describing the movement of checkers involves numbering the points around the board from 24 to 1 as depicted in Figure 1.
In draughts diagrams, the Black side is typically shown at the top. In printed diagrams, dark and light squares are often reversed for legibility. There is a standardised notation for recording games. All 32 reachable board squares are numbered in sequence. The numbering starts in Black's double-corner (where Black has two adjacent squares).
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Backgammon has been studied considerably by computer scientists. Neural networks and other approaches have offered significant advances to software for gameplay and analysis. With 15 white and 15 black counters and 24 possible positions, backgammon has 18 quintillion possible legal positions. [105] The first strong computer opponent was BKG 9.8.
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[[Category:Board game diagram templates]] to the <includeonly> section at the bottom of that page. Otherwise, add <noinclude>[[Category:Board game diagram templates]]</noinclude> to the end of the template code, making sure it starts on the same line as the code's last character.
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Mathematically, Othello is solved up to 8x8 board. On 4×4 and 6×6 boards under perfect play, the second player wins. [23] On 8x8 board, the game results in draw under perfect play, according to an arXiv paper. [24] The first of these proofs is relatively trivial, the second dates to around 1990, and the last one was done in 2023.