“…The algorithm returns an N × N block matrix (6,4), (10,5), (11,6), (12,7), (13,8), (14,9), and (15, 10), (c) −x 4 on (2, 1), (7,3), (8,4), (16,8), (17,9), and (18, 10), (d) −x 5 on (3, 1), (9,4), and (19,10). In Part 2 the algorithm builds a 20 × 10 matrix L with nonzero elements that satisfies det(M ) = −p.…”