Martian Chess is an abstract strategy game for two to six players invented by Andrew Looney. It is played with Icehouse pieces on a chessboard or checkerboard; to play with a number of players other than two or four, a small distorted board is available which can be tiled to produce a board of the required size.
In a two-player game, only half the board is used; a folding checkerboard is useful. The pieces are placed in the corners of the board as shown:
The players decide who moves first by a random method or by agreement. Play passes to the left after each move.
The pieces may be moved as follows:
A piece is captured when an enemy piece lands on the square it occupies. The person who moved takes the piece and puts it aside for later scoring.
Since a piece is always owned according to the territory it is in, a player whose piece is captured immediately gains control of the capturing piece. It is easy to forget this if each player's starting pieces are all the same color, so it's better to start with a mix of colors instead (unless you have enough pieces that everyone can use the same color).
Pieces may not jump over other pieces, nor may they end a move on an occupied square except to capture.
The No Rejections rule: in the two-player game, you may not immediately reverse your opponent's last move.
In a variation of the four-player game, the players form two teams who play for a combined score. Teammates sit at opposite corners. Aside from strategic differences, play is unaffected; it is legal (and sometimes good strategy) to capture your teammate's pieces.
More generally, remember that any piece used to capture becomes the opponent's, and consider which of your pieces will be vulnerable.
Moving a pawn or drone into enemy territory can be a good move for several reasons:
If you're in the lead and don't have many pieces left, get rid of them to end the game.
Edgar Rice Burroughs described an unrelated game of "Martian Chess" called Jetan in The Chessmen of Mars. See http://www.chessvariants.org/other.dir/jetan.html.
This article is licensed under the GNU Free Documentation License.
It uses material from the
"Martian Chess".
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