The Game of Unlur

( Text and web pages by Dariusz Stachowski.  )
 
 

( Games in progress. In both games it is black to move. )

The Game

The game is a connection game played between two people across a hexagonal board. Both players take turns to place a piece on the board. The objective is to be the first to complete a chain of pieces that connects edges of the board. The player with the black pieces attempts to create a Y, a chain that connects three non-adjacent edges of the board while the player with the white pieces attempts to create a line, a chain that connects opposite edges of the board. Corners are common to both of the adjoining sides.

 ( Winning connections. )

The Foreign Connection

Both players aim to create a winning connection yet the following diagrams show positions in which black cannot form a Y and in which white cannot form a line.

( Foreign connections. )

To avoid such situations, the following rule was introduced. A player will lose if he creates a connection that the other player needs to get. For black this is a connecting line and for white this is a connecting Y. So, black aims to create a Y but has to avoid forming a line, white aims for a line and needs to avoid a Y. Corners are common to both of the adjoining sides. In the diagrams above black has lost because he has created a losing line ( left ) and white has lost because he has created a losing Y ( right ). The rule guarantees that one of the players will eventually win. The rule permits a player to make a move that simultaneously creates both a winning and a foreign connection. That player will have won.

( Winning even though the foreign connection has been created. )

The Contract Battle

White has an advantage because it takes fewer moves to create a line than to create a Y. To make the game equal Black needs a few compensation pieces. This is a feature that is unique to Unlur. The players start by playing out a short contract battle to decide the colours. They take turns to place a black piece on the board until one of the players feels that the black pieces are sufficient to counterbalance the white advantage and declares that he will play the remainder of game with the black pieces. The game then continues with the other player taking the white pieces and making the first white move. There is only one rule: a black piece cannot be placed on the edge of the board during this contract phase ( because edge placements can be a weakness for black. )

For examples of some fair games turn to my page on unlur strategy [ unlur_strategy.html ].  

The Game Board

The game can be played on a range of board sizes: small ( 6 cells along each edge, ) medium ( 8 cells along each edge ) and large ( 10 cells along each edge. ) If you have not played the game before it is a good idea to start with the small board before moving on to the larger sizes. Size 8 should be the minimum for serious play.

More Information

The GoRilla Game Editor.   GoRilla is an SGF game editor that can be used to analyse and review games of Unlur ( and also of Go/WeiQi, Connect6, Havannah, Othello/Reversi, Hex and Y ).  It is a compact, non-commercial program, and is available from my web page [ gorilla.html ].  I hope you will find it a useful product.

Play by eMail.  Unlur can be played by eMail at Richard Rognlie's PBeM server [ http://www.gamerz.net/pbmserv/ ]. I am 'dashstofsk' at the PBeM server and will welcome all challenges to a game.

Online Play.   Unlur can be played online and in real time at Ludoteka at [ http://www.ludoteka.com/ ].  You will probably need to pre-arrange a match with a willing opponent beforehand.  Unlur is also one of the supported games at [ GameCenter for iGoogle ].

Links.  The official home page for Unlur is at [ http://gongames.com/unlur/ ]. A yahoo discussion group has been set up for Unlur at [ http://groups.yahoo.com/group/unlur/ ]. An article about Unlur following its success in the Unequal Forces Game Design Competition used to be available at the web site of the Abstract Games Magazine at [ http://www.abstractgamesmagazine.com/unlur.html ]. An archive copy is available at [ Archive - Unlur ].