Suppose there are three committee members, with ideal points in a two-dimensional policy space (x and y) as follows: v1=(1,5), v2=(3,7), and v3=(5,9). Suppose further that the status quo policy is at (2,6). Draw a graph depicting the decision problem, including circular indifference curves through the status quo point. Is the status quo point a Condorcet winner? Suppose that committee members vote sincerely and the two issues (x and y) are voted on one at a time, starting with the first issue (x). What is the outcome from the two votes among the three voters? What will be the outcome if two-dimensional alternatives are proposed? Is there a Condorcet winner? Is there a median in all directions?