The least perfect square that is divisible by each of 321, 48 and 66 is:

A

$$16 \times 1156 \times 11449 $$

B

$$16 \times 1089 \times 11449 $$

C

$$1089 \times 9 \times 11449 $$

D

$$9 \times 121 \times 10404$$