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SELECT * FROM `Item` LEFT JOIN `IndexEntry` USING (ItemID) WHERE `IsHidden` = 0 AND `Item`.`IsDeleted` = 0 AND `Language` = 'English' AND `LinkText` LIKE 'Ob%' ORDER BY `LinkText`, `Item`.`Summary` ASC LIMIT 500 OFFSET 0
Obento Chess. 12x12 Chess variant with Shogi-style promotions and bent sliding pieces. (12x12, Cells: 144) Author: Jean-Louis Cazaux. Inventor: Eric Silverman and Jean-Louis Cazaux.
Objective Bastardo. Cut-throat four-player variant where each player has a secret objective. Author: Ed Friedlander.
Oblique
. Variant with board with 40 squares turned 45 degrees. By Tony Quintanilla.
Oblique. Variant with board with 40 squares turned 45 degrees. (Cells: 40) By Tony Quintanilla.
Oblong chess
. Variant of Shatranj, played on a four by sixteen sized board. Author: Andrew Juell.
Oblong chess. Variant of Shatranj, played on a four by sixteen sized board. (4x16, Cells: 64) Author: Hans L. Bodlaender.
Oblong Chess 1. Historic chess variant on 16 by 4 board - Setup 1. Author: Ed Friedlander.
Oblong Chess 2. Historic chess variant on 16 by 4 board - Setup 2. Author: Ed Friedlander.
Oblong Chess 3. Historic chess variant on 16 by 4 board - Setup 3. Author: Ed Friedlander.
Oblong Chess 4. Historic chess variant on 16 by 4 board - Setup 4. Author: Ed Friedlander.
Oblong Chess 44
. Missing description By Erez Schatz.
Oblong Chess 44. Based on the original oriental variant "Oblong Chess", a 16X4 Shataranj variant, but reducing the number of lines. Author: Jeff Rients. Inventor: Erez Schatz.
Oblong Chess 44. Variant of Oblong Chess on board with 44 squares. (4x11, Cells: 44) By Erez Schatz.
Oblong Chess 5. Historic chess variant on 16 by 4 board - Setup 5. Author: Ed Friedlander.
Oblong Chess 6. Historic chess variant on 16 by 4 board - Setup 6. Author: Ed Friedlander.
Oblong Chess 7. Historic chess variant on 16 by 4 board - Setup 7. Author: Ed Friedlander.
Oblong Shatranj with Die. Missing description Author: M Winther.
ObstructionChess. A new chess variant designed to challenge old strategies and improve your chess play with logical and organic obstructions. (8x8, Cells: 64) By martin rinab.
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