If △ABC\triangle ABC and △DEF\triangle DEF with the following properites: ∠A=∠D\angle A = \angle D, AB‾=DE‾\overline{AB}=\overline{DE}, BC‾=EF‾\overline{BC}=\overline{EF}.

If △ABC≇△DEF\triangle ABC \not\cong \triangle DEF, then ∠B+∠F=180∘\angle B + \angle F = 180^\circ.

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