In a $$\triangle$$ABC, the bisectors of $$\angle$$B and $$\angle$$C meet at point O within the triangle. If $$\angle$$A = $$132^\circ$$, then the measure of $$\angle$$BOC is:

A

$$132^\circ$$

B

$$84^\circ$$

C

$$66^\circ$$

D

$$156^\circ$$