Epaminondas is a strategy board game invented by Robert Abbott in 1975. The game is named after the Theban general Epaminondas, known for the use of phalanx strategy in combat. The concept of the phalanx is integral to the game. Epaminondas was originally introduced in Sid Sackson's A Gamut of Games as Crossings. While the original version used an 8×8 checkerboard, the current game uses a 12×14 board and different rules for capture. When published, it claimed to be one of the first modern games to acknowledge the name of its inventor in its rules. Phalanx In the game, a phalanx is a horizontal, vertical, or diagonal line of two or more stones of the same color, with no empty spaces or enemy stones between them. A stone may belong to more than one phalanx, depending on the direction considered. Rules Moves White moves first; then turns alternate. A player can move a single piece one space in any direction (the same as a king in chess). A player can, instead, move a phalanx any number of spaces equal to or less than the number of pieces in the phalanx. All the pieces in the phalanx must all move in the same direction, and that direction must be along the line of the phalanx. (For example, a phalanx of three stones along a diagonal can move three, two, or one spaces along that diagonal.) A player does not have to move an entire phalanx; the player can split the phalanx into two parts as long as the subset moved is continuous and moves no further than its length. A phalanx cannot move through or across pieces of the same color. To keep the game from ending in a draw due to copycat moves, there is an additional rule: no player may move a piece onto their opponent's home row if that move creates a pattern of left-to-right symmetry on the board. Captures Only phalanxes can make captures. Capturing is never compulsory. The head piece of a phalanx may land on an enemy stone if the number of the following opponent's stones, in the direction of the phalanx movement and including the stone directly hit, is strictly smaller than the number of stones in the moving phalanx. In that case, those opponent's stones are captured. This means, a phalanx of length n may capture up to n-1 stones. Winning A player