 We make minor adaptations to optimize arbitrary nonuniform monotonic increasing or decreasing cost functions which may be expensive to evaluate. We then show that evaluating our model of communication is equivalent to planar dominance counting.
<clarity>  We make minor adaptations to optimize arbitrary nonuniform monotonic increasing or decreasing cost functions which may be expensive to evaluate. We then show that evaluating our model of communication is equivalent to planar dominance counting.
 We make minor adaptations to optimize arbitrary nonuniform monotonic increasing or decreasing cost functions . We reduce evaluation of our communication model to planar dominance counting.