You choose a random initial land use configuration. You likewise choose the maximum number of adjacent landowners that will participate in a contract. Some contracts will involve a smaller number of parties when the maximum number of parties fails to evenly divide the lattice size of 60. You also choose where in the lattice the "seams" in the contract will occur, that is, places where neighboring landowners will be parties to different contracts. You choose "scores" that each plot of land receives as a result of its configuration and those of the two adjacent landowners. These scores are constrained to be reflection symmetric. You also determine whether the payoffs each landowner receives are simply equal to those scores ("absolute" scoring weights) or whether they are normalized so that the payoff is equal to the proportion a particular score bears to the total scores ("relative" scoring weights).

The system responds with three pieces of information. The first is a tab view showing, for each configuration of neighbors, the behavior of the contracting parties that results in the highest payoffs. A different tab exists for contracts of different sizes ranging from the largest possible size down to a single landowner (without a contract). The second piece of information is an array plot showing the evolution of this world. Each row represents land use at a point in time, with later rows representing later points in time. Depending on your choice, each cell of the array shows the land use adopted by that cell (1 is red, 0 is violet) or the score each cell receives as a result of its land use coupled with the land use of its neighbors. Higher scores are evidenced by colors at the red end of the "rainbow" spectrum; lower scores are evidenced by colors at the violet end. You can also choose whether to display the "seams" in the contracts, which are represented as white vertical lines. The third piece of information is a logarithmic plot of the total scores. You determine whether the vertical plot range extends dynamically from the minimum to the maximum total possible given the scoring weights or whether to use a larger fixed plot range.