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This page is written by the game's inventor, Lev Grigoriev. This game is a favorite of its inventor.

Horizons

Horizons is chess-based game on 12x12 board with 5 unordinary new pieces.

Setup

Pieces

Warrior (w)

Warrior is antipod of pawn.

 

He moves one square forward diagonally (like pawn captures), and captures one square forward (like pawn moves). He also can move two squares by first move. 
Once in the game warrior can take 2 spaces forward.

Warrior's En Passant is same as Pawn's: if opposite warrior moves from start two spaces to adjacent square in the side of your warrior, this warrior can move orthogonally one step forward with taking his aggressor.

On start four warriors stand on B, C, J and K squares on 2nd and 11th ranks.

Shielder/Shieldholder (s)

He moves like pawn, and captures one square sideways.


But he have one unique treat: if opponent's piece is standing in the next square forward, he can move one step forward and also move this piece. Without capture, only replace. He cannot move only other Shielders. But shielder cannot move also:

Also, opponent's pieces can't capture him when he is "watching them" (for example if opponent's shielder moves to you, he can't capture him by moving forward orthogonally or diagonally. You can take him only moving sideways or backwards orthogonally or diagonally (except for knight;)).

Shielder's En Passant is same as Pawn's or Warrior's; if opposite pawn-like piece moves two spaces and stops one square diagonally behind your shielder, or foe warrior goes two spaces and stops one space orthogonally behind your shielder, you can step one square sideways to the square where this opponent's piece could be by moving one space, with taking this piece.


On start four shieldholders stand on A, D, I and L squares on 2nd and 11th ranks.

Ox (O)

He moves like letter T without vertical line: 3 spaces orthogonally, or 2 spaces orthogonally and 1 diagonally, left or right. He can't move if first two squares aren't free, because he isn't leaper. Moving:



Capturing: he captures on squares which are destinations of his moves (blue), or the closest of first two squares orthogonally which are occupied by foe pieces (yellow). Like T-shape.

On start two oxen stand on free squares near knights.

Magician (M)

This is very hard piece to understand his moves. 


In general: he moves orthogonally 3 or more squares and goes 1 square diagonally in this direction, or; moves 3 or more squares diagonally and 1 square orthogonally; like Xiangqi Horse which moves farther than 1 step orthogonally before moving 1 step diagonally. On free board he is hybrid of Aanca and Unicornio (from Grant Acedrex) which doesn't goes on 7x7 quadrate of squares around him. But his motion's mechanic is like Xiangqi Horse: if he meet ANY piece on his orthogonal and diagonal direction in near 3 squares, he can't move in this direction. 
For example, he meet a pawn on 4 squares diagonally (f8 in our diagram), and this pawn (regardless which) blocks for him squares f9, g8 and h9. Squares f7 and e8 are yet available. So when he meets any piece on his destination, this doesn't stop him.
And we see that magician is stronger or on bigger board, or on edge of standard board.

On boards which are smaller than 8x8 Magician can also move 2 orthogonally(diagonally) and 1 diagonally(orthogonally).

On start magician stands near rook which's on K square.

Zip (Z)

This is same as nightrider, but it is based on Xiangqi Horse (not chess knight). He moves endless L-shape: blue squares are his moves and captures, yellow are only captures; if it meet piece on ANY square of his way, this piece will block him. This is moving:

 

On start zip stands near rook on B square.

Rules

En Passant:

All other settings are like in chess.



This 'user submitted' page is a collaboration between the posting user and the Chess Variant Pages. Registered contributors to the Chess Variant Pages have the ability to post their own works, subject to review and editing by the Chess Variant Pages Editorial Staff.


By Lev Grigoriev.

Last revised by Lev Grigoriev.


Web page created: 2022-04-17. Web page last updated: 2023-02-18

Revisions of MShorizons