Amazon (chess) Amazon (chess) An amazon (also known as a queen+knight compound) is a fairy chess piece that can move like a queen or a knight (or, equivalently, like a rook, bishop, or knight). It may thus be considered the sum of all orthodox chess pieces (not including pawns, nor the royal powers of a king). It cannot jump over other pieces when moving as a queen, but may do so when moving as a knight. In diagrams in this article, the amazon is represented by an inverted rook. Chess moves in this article use A as notation for the amazon. The
Chess notation an almost fully developed form before the now obsolete descriptive chess notation evolved. The main difference between Stamma's system and the modern system is that Stamma used "p" for pawn moves and the original file of the piece ("a" through "h") instead of the initial letter of the piece. In London in 1747, Philidor convincingly defeated Stamma in a match. Consequently, his writings (which were translated into English) became more influential than Stamma's in the English-speaking chess world; this may have led to the adoption of a descriptive system for writing chess moves, rather than Stamma's coordinate-based approach. However, algebraic