Alice Chess is a chess variant invented in 1953 by V. R. Parton which employs two chessboards rather than one,[note 1] and a slight (but significant) alteration to the standard rules of chess. The game is named after the main character "Alice" in Lewis Carroll's work Through the Looking-Glass, where travel through the mirror is portrayed on the chessboards by the after-move transfer of chess pieces between boards A and B.
The simple transfer rule is well known for causing disorientation and confusion in players new to the game, often leading to surprises and amusing mistakes as pieces "disappear" and "reappear" between boards, and pieces interposed to block attacks on one board are simply bypassed on the other. This "nothing is as it seems" experience probably accounts for Alice Chess remaining Parton's most popular and successful variant among numerous others he invented.
|This article uses algebraic notation to describe chess moves.|
Pieces move the same as they do in standard chess, but a piece transfers at the completion of its move to the opposite board. This simple change has dramatic impact on gameplay.
At the beginning of the game, pieces start in their normal positions on board A, while board B starts empty. After each move is made on a given board, the moved piece is transferred (goes "through the looking-glass") to the corresponding square on the opposite board. (So, if a piece is moved on board A, it is transferred to board B at the completion of its move; if the piece started on board B, it ends up on board A.)
For example, after the opening moves 1. Nf3 e6, the white knight and black pawn transfer after moving on board A to their corresponding squares on board B. If the game continued 2. Ne5 Bc5, the knight returns to board A and the bishop finishes on board B (see diagram).
A move in Alice Chess has two basic stipulations: the move must be legal on the board on which it is played, and the square transferred to on the opposite board must be vacant. (Consequently, capture is possible only on the board a piece currently stands: pieces on board A can capture only pieces on board A; pieces on board B can capture only pieces on board B.) After capture, the capturing piece transfers to the opposite board the same as a non-capturing move.
To demonstrate, if the above game continued 3. Nxf7, the knight transfers to board B. Then with Black to move, both 3...Kxf7 and 3...Bxf2+ are not possible. Black cannot play 3...Qd4 either, since the queen may not hop over the pawn on d7. But the move 3... Bg1 is possible (see diagram), despite the fact a white pawn sits on f2 on board A. (The bishop move on board B is legal, and the square transferred to, g1 on board A, is vacant.)
A final stipulation applies specially to moves by the king: a king may not transfer to a vacant square on the opposite board, if this would put the king in check. Castling is largely regarded as permitted in Alice Chess. The en passant rule is normally not used, but can be.[note 2]
- Alice Fool's Mate
Several exist, one is: 1. e4 d5 2. Be2 dxe4? 3. Bb5# (see diagram).
At first glance, it might seem that Black can simply interpose a piece between White's bishop and his king to block the check (for example, 3...Bd7 or 3...Nc6 or 3...c6). But any piece so interposed immediately "disappears" when it transfers to board B. And Black cannot escape check by fleeing to the opposite board via 3...Kd7, because the move is not a legal move on board A. Therefore it is checkmate.
Another form of Fool's Mate: 1. e4 d6 2. Bc4 Qxd2? 3. Bb5#
And another: 1. e4 e5 2. Qh5 Nf6? 3. Qxe5#
- Alice Scholar's Mate
1. e4 h5 2. Be2 Rh4 3. Bxh5 Rxe4+ 4. Kf1 d5 5. Qe2? (threatening 6.Qb5#) 5... Bh3# (see diagram).
1. d4 e6 2. Qd6 Be7? 3. Qe5+ Kf8 4. Bh6# (Seitz–Nadvorney, 1973).
Paul Yearout vs. George Jelliss, 1996 AISE Grand Prix
[Annotations by George Jelliss; moves returning to board A are notated "/A".]
1. d3 Nf6 2. Nc3 c5 3. Qd2 Nc6 (To give a direct check to the king the checking piece must come from the other board, so it is necessary first to transfer forces to the other board.) 4. d4/A Rb8 (This way of developing rooks is common in Alice Chess.) 5. e3 g5 (This prevents the Bc1 coming to g5 or f4.) 6. f4 Rbg8/A (Guarding Pg5 on the other board.) 7. Nd5/A h6 8. Nf3 gxf4/A (Inconsistent play on my part. Ne4/A now looks better to me.) 9. Bxf4 Rg4 10. Be5/A Rh5 11. 0-0-0 [diagram] (Perhaps judging that the activated black force now being on the second board the king might be safer there. The black queen is now effectively 'pinned': 11...Q–c7/b6?? 12.Qd8#.) 11... Ne4/A 12. Bc7 Ra4/A 13. Ba6 Bg7 (The idea is 14...Rc4+ 15.c3/Nc3 Bxc3+/A.) 14. Bb5/A Rc4+ 15. Kb1/A Rf5/A 16. Ba5/A (Desperate measures now needed to save the 'pinned' queen.) 16... Rxd5 17. Qxd5/A Qxa5 (Threatening 18...Qa1#.) 18. a3 Qd2/A 19. Qxd7+ Kf8 (I put these two moves in as an 'if...then' clause, but it seems Paul may not have noticed the discovered check, so perhaps I should have kept quiet!) 20. Qxg7/A Qc3 (Stops Qh8#.) 21. Rd8/A 1–0 (Black resigns. If 21...Bd7/Be6/Nf6 [then] 22.Qg8/Re8/Qh8#.)
Minor (and not-so-minor) rule modification has sprouted a number of different variations on Alice Chess.
- Alice Chess 2: the black army starts out on the opposite board (board B).
- Ms. Alice Chess: Null or zero moves are permitted. (A move consisting of piece transfer only – from the current square a piece sits on, to the corresponding square, if vacant, on the opposite board.) A king cannot escape check with a zero move, and castling is denied if either king or rook have made a zero move. By John Ishkan (1973).
- O'Donohue Chess: Alice Chess rules, except that a move is permitted even though the square normally transferred to on the opposite board is occupied. (In that case, the transfer portion of the move is omitted.) By Michael O'Donohue (2003).
- Duo Chess: Black starts out on board B; transfers are optional; non-pawn pieces may make zero moves (and may capture in so doing); a king is checked when an opposing piece sits on the king's zero square; mate must cover the king's ability to flee via a zero move. By Jed Stone (1981).
- Parton also introduced a smaller, 8x4 version of Alice Chess (see diagram).
- Parton observed that Alice Chess can be played using three boards instead of two. (Players then having a choice between two boards when transferring pieces.)
Alice Chess rules can be adopted by practically any other chess variant too, by simply doubling the number of gameboards in the variant and applying the piece transfer policy. (E.g., Raumschach using two 5×5×5 boards.)
- Since the rules disallow a given square to be occupied on both boards simultaneously, it is possible to play Alice Chess using one board only, placing checkers under pieces to indicate they are on board B. A similar technique can be used in computer displays or with pocket–magnetic sets, by turning pieces upside-down instead of using checkers.
- Unlike standard chess, capturing en passant may not always be possible in Alice Chess, for example, when the normal capture-square is already occupied by another piece.
- The Problemist (March 1999) England.
- Pritchard, D. B. (1994). "Alice Chess". The Encyclopedia of Chess Variants. Games & Puzzles Publications. pp. 3–5. ISBN 0-9524142-0-1.
- Pritchard, D. B. (2007), "§11.1 Two boards", The Classified Encyclopedia of Chess Variants, John Beasley, pp. 93–95, ISBN 978-0-9555168-0-1
- Pritchard, D. B. (2000). "§10 Alice Chess". Popular Chess Variants. B.T. Batsford Ltd, London. pp. 68–74. ISBN 0-7134-8578-7.
- Jelliss, George (Summer 1997). "Alice Chess". Variant Chess (British Chess Variants Society). Vol 3 (Issue 24): pp. 69–71. ISSN 0958-8248.
- Schmittberger, R. Wayne (1992). "§13 Beyond Chess • Alice Chess". New Rules for Classic Games. John Wiley & Sons Inc. pp. 197–98. ISBN 978-0471536215.
- Hooper, David; Whyld, Kenneth (1987). "Alice Chess". The Oxford Companion to Chess. Oxford University Press. p. 10. ISBN 0-19-281986-0.
- Alice Chess by Edward Jackman and Fergus Duniho, The Chess Variant Pages
- Alice Chess by George Jelliss, The Variant Chess Website
- Alice Chess by Michael J. Farris, SchemingMind.com