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An nxn grid is an undirected graph consisting of n rows and n columns of vertices, as shown in the figure below. We denote the vertex in the ith row and the jth column by (i, j). All vertices in a grid have exactly four neighbors, except for the boundary vertices, which are the points (i, j) for which i=1, j=1, i=n, or j=n.The escape puzzle begins with m n^2 starting points (x, y), (x, y), ..., (m, y), shown as dots in the figure to the right. Each dot can escape by taking a path from the point
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