Let x and y be consecutive integers. Suppose m be the number of solutions of x3 − y3 = 3k2 and n be the number of solutions of x3 − y3 = 2t2, where k, t are integers. Then m + n equals:
(1)31
(2)13
(3)5
(4)6
(5)None of the above
(1)31
(2)13
(3)5
(4)6
(5)None of the above
