  Hardy's is one of the simplest arguments concerning non-locality. Recently
Chen et. al. have proposed a more generalized Hardy-like argument and have
shown that the probability of success increases with local system's dimension.
Here we study the same in a minimally constrained theory, namely the
generalized no-signaling theory(GNST). We find that not only the probability of
success of this argument increases with local system dimension in GNST, it also
takes a very simple functional form.
