| 摘要 |
<p>A board game (1) has a circular playing area (2) diametrically divided by two orthogonal bars (3, 4) to thereby form quadrants (A, B, C, D). Each of the quadrants is divided into nine points (A1-A9, B1-B9, C1-C9, D1-D9) and alternate points around the playing area have the same colour, but the remaining points in each quadrant are of a different colour. The game may be played by two to four inclusive players each allocated a particular quadrant and a set of counters (AC, BC, CC, DC) is provided for each player. The counters are initially arranged in predetermined positions and the object of the game is for a player allocated to one of the particular quadrants to move his counters having the same colour as his differentiating colour segment back to that segment and thence to bear the counters off the board; the first player to bear his allocated counters from the board being the winner.</p> |
