Steward
Historical Notes
The idea of an omnidirectional pawn move dates back to a 1770 proposal attributed to Filippo Marinelli, published as The New Game of War, or Refinement of the Game of Chess*. Besides proposing an enlarged board and renaming all the pieces (including a distinction between white‐ and black‐squaare bishops), Marinelli takes exception to the orthodox pawns' inability to return to their initial positions “without being transformed into Queens, Couriers, Horses, Towers, or Rocks”†. As such, his proposal suppresses promotion of pawns, here renamed ‘Fusiliers’; to “compensate” for this, he allows them “to move right, left, forward, and back from white to black and black to white”, and “to take before and behind itself, but only diagonally, i.e. from black to black and white to white”.
For problemists, the name ‘Fusilier’ stuck, at least in English: Jelliss' All the King's Men refers to it by this name; German problemists refer to it instead as the Kreuzbauer, or Cross‐Pawn.
Among variantists, however, it seems to have been reïnvented as the Steward by John William Brown, for Meta‑Chess. It features in a handful of the ‘compositions’ described in that book, including his own Centennial Chess and Thomas Havel's Jester Chess.
In contrast to Marinelli's usage, Brown deploys the Steward as a normal array piece, rather than a Pawn replacement; It appears in this rôle in Fergus Duniho's Interdependent Chess, Erez Schatz's Treeleaders Chess, John Savard's Leaping Bat Chess (as Walker), and Jean‑Yves Boulay's The Toddler (as Soldier).
The usage as a Pawn replacement has found some popularity, however, in games where the board or array does not suit simple forward motion: games of this type include Prashant Sawant's Super Chess (where the stewards are simply called pawns), Gavin King's Motorotor (calling them Omnipawns), and Charles Gilman's Dream Chesses. Gilman's Empty Cube Chess deploys them on the same principle, though more selectively — only for would‐be pawns located on an edge whose ‘forward’ move would otherwise be ambiguous — whilst Uri Bruck's Cross‐eyed Chess grants normal pawns this move whilst in the central region, with their normal move when outwith it.
Charles Gilman pioneered the use of the Steward as a Promotee, replacing his earlier use of the Wazir in this rôle: his University–River–Cathedral‐themed game Irwell features it not only as an array piece, as in Brown, but also as the sole option for promoting a pawn. In this game it also has special powers involving ‘Coronation’, but its successor Aire, alongside several of his later games, features it in this rôle more plainly. This usage is extended by H. G. Muller in a couple of small variants, inspired by Maka Dai Dai Shōgi: the Steward features, as Omni in Decimaka, and as the Veteran in Veteran Chess, as the promoted form of not only the Pawn, but also some of the stronger pieces, in an analogy to Maka Dai Dai Shōgi's usage of the Gold General.
Related Pieces
The ‘Berolina’ Steward, inverting its moves and captures, is named Guardian by Lt. Carl Obert in his 1880 Decimal Chess (see Pritchard, p. 130); it was later independently reïnvented under the same name by Duniho for Interdependent Chess, and is also used under this name (as a promoted Berolina Pawn, preceding the analogous use of the Steward by nearly four years) in Peter Aronson's Hopgi. It is independently suggested as a Cannoneer for use in in expanded versions of PiRaTeKnIcS.
For larger variants such as Millenial Chess, Brown prefers the closely related Guard, which may make a two‐space orthogonal noncapturing move as well as the single‐step one. This piece is also known to German problemists as the Pfeilbauer (Arrow Pawn), or the Person
Extending both capturing and noncapturing moves in this way gives the Satrap, proposed in Gilman's Diverging Further and first deployed some 15 years later in Bob Greenwade's Desert Dust, alongside its Berolina counterpart, there named the Ayatollah.
The stewardwise rider, moving passively as Rook and capturing as Bishop, appears (almost invariably alongside its Berolina counterpart) in a handful of games as part of the family of divergent compounds of Orthodox pieces. It also appears independently in Gilman's 4‐Linepiece Fusion and (exceptionally unpaired) Toyang Gnuqi Mitregi
The compound of Steward and Knight, perhaps surprisingly for such a specific combination, appears twice independently: once in Tom Hartley's Napoleonic Chess as the Dragoon (the Steward here called a Grenadier, contrasted with ‘Fusiliers’ as normal Pawns), and once in Veteran Chess as the Mounted Veteran, the Knight Promotee.
Movement
The Steward moves without capturing as a Wazir, and captures as a Ferz; i.e. it moves without capturing one step orthogonally, and captures one step diagonally.
The diagram denotes noncapturing moves with Green markings, and capturing moves with Blue.
Notes
The Steward is worth approx. 1.5 Pawns, similar to the Wazir and Ferz; as an orthogonal mover it is expected (presumably on account of difficulty of development) to lose a small but significant portion of this if it begins the game behind a pawn wall.
The steward is both ‘forking’ (i.e. capable of attacking two squares separated by two spaces orthogonally) and ‘semi‐potent’ (capable of switching between attacks on two orthogonally adjacent squares with a single move); as such, a pair of Stewards, unlike its components and unusually for such weak pieces, is capable of forcing checkmate on a bare king with the help of their own king on boards up to 8×8. You can practice doing this here.
*Translations mine, from the original French–German edition
†Couriers, Horses, and Towers clearly refer straightforwardly to Bishops, Knights, and Rooks. The reference to ‘Rocks’ is less clear; it may refer to the once‐widespread option of leaving a pawn unpromoted and thus immobile, though that would also preclude a return to the initial position.
This is an item in the Piececlopedia: an overview of different (fairy) chess pieces.
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Author: Bn Em. Inventor: Philip Marinelli and John William Brown.
Web page created: 2024-02-02. Web page last updated: 2024-02-08