Triangle ABC has AB‾=16,∠A=60∘,\overline{AB}=16, \angle A=60^{\circ}, and ∠B=60∘\angle B=60^{\circ}.

Triangle DEF has EF‾=16,∠E=60∘,\overline{EF}=16, \angle E=60^{\circ}, and ∠F=60∘\angle F=60^{\circ}.

Are these triangles congruent by AAS? Why or why not?

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