Let A = {1, 2}, B = {m, n, p}, and C = {3, 4}. Define the relations R1 ⊆ A × B, R2 ⊆ B × C, and R3 ⊆ B × C by R1 = {(1, m), (1, n), (1, p)}, R2 = {(m, 3), (m, 4), (p, 4)}, and R3 = {(m, 3), (m, 4), (p, 3)}. Determine R1 o (R2 ⋂ R3) and (R1 o R2) ⋂ (R1 o R3).