Query Results for
SELECT * FROM `Item` LEFT JOIN `IndexEntry` USING (ItemID) WHERE FIND_IN_SET(:'3d',`Categories`) AND `IsHidden` = 0 AND `Item`.`IsDeleted` = 0 AND `Language` = 'English' AND `BoardRows` = '6' ORDER BY `LinkText`, `Item`.`Summary` ASC LIMIT 500 OFFSET 0
- 3D Great Shatranj. A simple approach to 3D chess. (6x(6x6), Cells: 216) By Joe Joyce.
- Brookschach. 3d variant with three unconconventional subsets of Queen move. (6x(6x6), Cells: 216) By Charles Gilman.
- The Central Squares . 3d chess variant where all three levels share their central squares. By João Pedro Neto.
- The Central Squares. 3d chess variant where all three levels share their central squares. (3x(6x6), Cells: 100) By João Pedro Neto.
- Courier Leapale. Extrapolating Courier Kamil to 3 dimensions. (6x(6x6), Cells: 216) By Charles Gilman.
- Flipped-return Nichtschach. Pieces return as something else on the same 3d board. (6x(6x6), Cells: 216) By Charles Gilman.
- Flipworld . Pieces are on both sides of a disc. Author: Dan Troyka.
- G.U.E. 3D Chess. A 3D Chess game paying homage to those really great Zork adventures. By Larry L. Smith.
- Gross Raumschach. Larger, 4-player version of Raumschach. (6x(6x6), Cells: 216) By Charles Gilman.
- Heathen Europe Chess. 2 player cubic-cell Europe-specific offshoot of AOF series. (6x6, Cells: 144) By Charles Gilman.
- King's Dimension . 3D chess variant from prototype Macingtosh program. (Link.). (3x(8x6), Cells: 128)
- Nichtschach. A 3d version of Notchess. (6x(6x6), Cells: 216) By Charles Gilman.
- Ninepiece Nichtschach. Combining 4 Linepiece Fusion with Nichtschach. (6x(6x6), Cells: 216) By Charles Gilman.
- Redistribution 3d Chess. Relatively small 3d variant with short-range pieces including Pasha family. (4x(4x6), Cells: 96) By Charles Gilman.
- Stockschach. 3d game with "stock" 3d analogues to FIDE pieces. (6x(6x6), Cells: 216) By Charles Gilman.
- Tim's 6x6x6 3d chess . 3d chess variant on 6 by 6 by 6 board. By Tim O'Lena.
- Unionschach, Sachsenschach, and Leapale. Some 3D Chess variants. (6x(6x6), Cells: 216) By Charles Gilman.