🚀 go-pugleaf

In article <xeno.717471510@pv34ad.vincent.iastate.edu> xeno@iastate.edu (Gary L Snethen) writes:
>It is not possible for both players to have better than a draw and
>less than a win....  What one player has, the other does not.  One's
>loss is the other's win... zero sum game.
>
>How do I prove this?  The rules of chess state it quite plainly...
>If white wins, black loses.  If black loses, white wins.  A draw is
>considered a perfect 50%/50% game for each (a half-loss, half-win situation).

There is a loop hole:  the rules do not give a value to games that do
not end.