Platonic Chess
Platonic Chess is played on a 10x10 board. It consists of ten chess pieces based on the five Platonic solids, and a row of ten Pawns on the third rank.
Setup
Pieces
Pawns
There are ten pawns at the third rank, and they move as in Orthodox Chess.
Platonic Solids
There are two duplicate pieces for each Platonic solid type. The moves for each Platonic solid piece are as below:
| Tetrahedron |
A tetrahedron has 4 surfaces, so it can only reach 4 squares. It moves one square orthogonally like the Wazir. It is a royal piece like the King in orthodox chess, and can be put in check. |
|
| Cube |
A cube has 6 surfaces, so it can only reach 6 squares. It moves one square diagonally like the Ferz and slides up to two squares forward. |
|
| Octahedron |
Octahedron has 8 surfaces, so it can only reach 8 squares. It moves diagonally like a Bishop , but only up to two squares. |
|
| Dodecahedron | p |
Dodecahedron has 12 surfaces, so it can only reach 12 squares. |
| Icosahedron | p |
Icosahedron has 20 surfaces, so it can only reach 20 squares. It moves like a Rook but only up to four squares or like an Alfil. |
Rules
Promotion
A Pawn can capture as a Platonic solid piece in addition to its original moves upon reaching the enemy side:
- 1st rank - can capture as a Tetrahedron
- 2nd rank - can capture as a Cube
- 3rd rank - can capture as an Octahedron
- 4th rank - can capture as a Dodecahedron
- 5th rank (last) - can capture as an Icosahedron
Castling
A Tetrahedron can perform the castling move with an Icosahedron on the same side. The final position is the same as the positions of the equivalent pieces (King and Rook) after Queenside castling in orthodox chess.
Checkmate
The game is won when an opponent Tetrahedron is checkmated.
Notes
How to play using commercially available equipment
You will need:
- 1 x Large Checkers set with a 10x10 board
- 1 x Regular Chess set (Black & White)
- 4 x Platonic dice set (2 Black & 2 White)
Play with the ChessCraft App
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By Albert Lee.
Last revised by Albert Lee.
Web page created: 2021-06-26. Web page last updated: 2021-06-27