A chiralkine game is entertaining, because it produces winners and losers. It is also very special, in that another separate, yet connected game can be played at the same time by hunters.
The game is based on the same six numbers as the new, noncommutative mathematics upon which the exchange is based. The rules of the game require that +1 turns -1 into one kind of zero and -1 turns +1 into another kind of zero, as in the new mathematics. Hence the kind of a zero is determined by the number it was previously. However, the rules of the game retain some of the properties of absolute zero. A +1 can turn either kind of zero into a +1, and a -1 can turn either kind of zero into a -1. The kind of zero does not determine what number it will be turned into. This can be gamed.