The side BC of $$\triangle ABC$$ is produced to D. The bisectors of $$\angle ABC$$ and $$\angle ACD$$ meet at E. If AB = AC and $$\angle BEC = 35^\circ$$, then the measure of $$\angle ABC$$ will be:

A

$$75^\circ$$

B

$$55^\circ$$

C

$$35^\circ$$

D

$$45^\circ$$