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English draughts (British English) or checkers (American English), also called straight checkers or simply draughts, [note 1] is a form of the strategy board game checkers (or draughts). It is played on an 8×8 checkerboard with 12 pieces per side. The pieces move and capture diagonally forward, until they reach the opposite end of the board ...
Connect 4: Drop your disc in the bottom, middle column. Even if both players play perfectly, you will always win within 41 moves. Chess: Checkmate in 4 moves. Using your bishop for protection ...
The linear handcrafted evaluation function considers several features of the game board, including piece count, kings count, trapped kings, turn, runaway checkers (unimpeded path to be kinged), and other minor factors. All of Chinook's knowledge was programmed by its creators, rather than learned with artificial intelligence.
The bishop moves and takes exactly as in normal chess. Capturing is not mandatory. The camel (Golomb called it the cook) has a kind of extended knight's move: it goes one diagonal and two straight. With this move, it can jump over other pieces (like a knight jumps), but the camel takes by moving to the square on which the enemy piece is located.
Weak solutions exist for somewhat more complex games, such as checkers (with perfect play on both sides the game is known to be a draw, but it is not known for every position created by less-than-perfect play what the perfect next move would be). Other games, such as chess and Go, have not been solved because their game complexity is far too ...
Checkers [note 1] (American English), also known as draughts (/ d r ɑː f t s, d r æ f t s /; British English), is a group of strategy board games for two players which involve forward movements of uniform game pieces and mandatory captures by jumping over opponent pieces.
Men move forward diagonally to an adjacent unoccupied square. Kings. If a player's piece moves into the kings row on the opposing player's side of the board, that piece is to be "crowned", becoming a "king" and gaining the ability to move backwards as well as forwards and to choose on which free square on this diagonal to stop. Capture.
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