Check out Atomic Chess, our featured variant for November, 2024.


[ Help | Earliest Comments | Latest Comments ]
[ List All Subjects of Discussion | Create New Subject of Discussion ]
[ List Earliest Comments Only For Pages | Games | Rated Pages | Rated Games | Subjects of Discussion ]

Comments/Ratings for a Single Item

Earlier Reverse Order Later
Foreign Policy Chess. Chess variant on 8 by 8 board with armies of unequal strength. (8x8, Cells: 64) [All Comments] [Add Comment or Rating]
Freederick wrote on Sun, Aug 15, 2004 08:35 PM UTC:
From the description of the goals of the individual players: 'For the two
Foreigns, the goal is to capture the other country's king, while the
goal
of the Peacekeeper is to capture the two Foreign kings', I do not see
why
the peacekeeping force should include a king at all.  It is not necessary
for the resolution of the game.
Also, the author did not specify what happens when the Peacekeeper
captures its first king; let's say they captured the Red king.  Game is
not over: at this point it is still possible for the Peacekeepers to win.

But it is no longer possible for Black to win, even though they still
have
a king standing!  On the other hand, it is still possible for Red to win
-- by capturing the Black king before the Peacekeepers get to it. 
Somehow, this doesn't make sense.
Third, once a king (say, the Red king) is eliminated, can Red continue
playing?  If not, then it's no longer possible for anyone but the
Peacekeepers to win.  This practically reduces the winning condition for
the Peacekeepers to capturing one king -- but then there is no call for
making the forces uneven.  Furthermore, the author does not specify what
happens to the eliminated player's pieces -- are they removed from the
board?  Do they pass to the victor?  On the other hand, if Red can
continue playing kingless, it leads to the paradox outlined above.

Charles Gilman wrote on Wed, Dec 8, 2004 08:04 AM UTC:
The significance of the White (Peacekeeper) King is to prevent their victory being inevitable. If White takes the Red King and Black takes the White King that is a draw, although it could be argued that it should be a Black win. I agree that what should happen to an army losing its King to White.

2 comments displayed

Earlier Reverse Order Later

Permalink to the exact comments currently displayed.