Betza notation

Also known as: Betza's funny notation

A compact language for describing how a piece can move, especially in chess variants.

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Explanation

Betza notation describes the movement powers of a piece type . It does not record one specific move from one square to another. It is especially useful for variants containing pieces that do not exist in orthodox chess.

Its basic vocabulary uses letters called atoms. W means one orthogonal step, which is one square horizontally or vertically. F means one diagonal step. N means the knight's leap. Familiar shortcuts also exist: R for a rook's sliding movement, B for a bishop, Q for a queen, and K for a king.

N: finite leap

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N enables the eight leaps from : , , , , , , , and , without traveling through intermediate squares.
N

Canonical basic Betza dialect. N permits moving and capturing with the knight's leap, without testing or occupying intermediate squares. The knight on materializes that pattern.

Atoms written together combine possibilities. RN describes a piece that can move as a rook or a knight. Lowercase modifiers restrict the movement: c means capture only, m means a non-capturing move only, and other letters select directions such as forward or backward. Directions are read from the piece's perspective.

RB: orthogonal and diagonal union

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The horizontal line illustrates R and the diagonal illustrates B; RB combines both repeatable powers.
RB

Canonical basic Betza dialect. RB combines the repeatable orthogonal movement of R and the repeatable diagonal movement of B in one piece type. The queen on provides exactly that union for movement and capture.

adds tools for multi-stage moves, conditional hopping, and effects on other squares. Software may implement different subsets, so complex descriptions should be exchanged with a known dialect in mind.

Usage and context

Betza lets a piece type be defined once and reused in variant rules, editors, and engines.

Common confusions

Move notation

Betza defines what a class of piece can do. A format such as UCI records one specific move between two squares.

View term

Sources

Related terms

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