premise: Four young men and a young woman on her cellphone are in a kitchen together.
hypothesis: There are four women and a man in the kitchen.
explanation_1: One cannot be different quantities and genders at the same time. Four men and four women, one woman, one man.
premise_logic: exists p1 s1 s2 s3 x1 x2 x3 x4.(a_together(s3) & Manner(p1,s3) & exists x5.(in(x1,x5) & n_kitchen(x5)) & subset_of(x3,x1) & on(x3,x4) & n_cellphone(x4) & of(x4,x3) & n_female(x3) & n_woman(x3) & a_young(s2) & Theme(s2,x3) & subset_of(x2,x1) & n_man(x2) & a_young(s1) & Theme(s1,x2) & card_eq_4(x2))
hypothesis_logic: exists p1 x1 x5.(n_kitchen(x5) & exists x2 x3 x4.((x1 = x2) & subset_of(x4,x2) & in(x4,x5) & n_man(x4) & subset_of(x3,x2) & n_woman(x3) & card_eq_4(x3)))
premise_sim: exists p1 s1 s2 s3 x1 x2 x3 x4.(subset_of(x3,x1) & subset_of(x2,x1) & on(x3,x4) & of(x4,x3) & n_woman(x3) & n_man(x2) & n_female(x3) & n_cellphone(x4) & exists x5.(n_kitchen(x5) & in(x1,x5)) & card_eq_4(x2) & a_young(s2) & a_young(s1) & a_together(s3) & Theme(s2,x3) & Theme(s1,x2) & Manner(p1,s3))
hypothesis_sim: exists x1 x5.(n_kitchen(x5) & exists x2 x3 x4.(subset_of(x4,x2) & subset_of(x3,x2) & n_woman(x3) & n_man(x4) & in(x4,x5) & card_eq_4(x3) & (x1 = x2)))