Among the following conditions, () A. AB=DE，∠B=∠E，∠C=∠FB. AC=DF，AB=DE，∠C=∠DC. AB=EF，∠A=∠E，∠B=∠FD. ∠A=∠F，∠B=∠E，AC=DF

Among the following conditions, () A. AB=DE，∠B=∠E，∠C=∠FB. AC=DF，AB=DE，∠C=∠DC. AB=EF，∠A=∠E，∠B=∠FD. ∠A=∠F，∠B=∠E，AC=DF

A. AB = De, AC = DF, ab = De, AC = De, C = D, C is the opposite side of AB, D is the angle between de and DF, so it can't judge the congruence of △ ABC and △ def, so this option is in line with the meaning of the title; C, ab = EF, a = e, B = f, is in line with ASA, can judge the congruence of △ ABC and △ def, so this option is in line with the meaning of the title This option is not in line with the meaning of the question; D, ∠ a = ∠ F, ∠ B = ∠ e, AC = DF, in line with "AAS", can determine △ ABC and △ def congruent, so this option is not in line with the meaning of the question