premise: A group of young people all wearing red shirts and all carrying bags or purses.
hypothesis: There is only one person and she is not holding anything.
explanation_1: A group is more than one person. If one is not holding anything then they cannot be carrying bags or purses.
premise_logic: all x1 x2 s1 x3.(((x1 = x2) & of(x2,x3) & n_people(x3) & a_young(s1) & Theme(s1,x3) & n_group(x2)) -> exists e1 s2 x4 x5 x6.(a_topic(x1) & Theme(e1,x5) & Actor(e1,x4) & v_wear(e1) & (all x7 e2.((n_bag(x7) & Actor(e2,x7) & v_carry(e2)) -> subset_of(x7,x5)) | exists x8.(subset_of(x8,x5) & n_purse(x8))) & subset_of(x6,x5) & n_shirt(x6) & a_red(s2) & Theme(s2,x6) & (x1 = x4)))
hypothesis_logic: exists p1 x1 x2.(n_female(x2) & -all x4.(n_thing(x4) -> exists e1.(Theme(e1,x4) & Actor(e1,x2) & v_hold(e1))) & exists x3.((x1 = x3) & n_person(x3) & card_eq_1(x3) & r_only(x3)))
premise_sim: all x1 x2 s1 x3.(exists e1 s2 x4 x5 x6.(v_wear(e1) & subset_of(x6,x5) & n_shirt(x6) & a_topic(x1) & a_red(s2) & Theme(s2,x6) & Theme(e1,x5) & Actor(e1,x4) & (x1 = x4) & (exists x8.(subset_of(x8,x5) & n_purse(x8)) | all x7 e2.(subset_of(x7,x5) | -v_carry(e2) | -n_bag(x7) | -Actor(e2,x7)))) | -of(x2,x3) | -n_people(x3) | -n_group(x2) | -a_young(s1) | -Theme(s1,x3) | -(x1 = x2))
hypothesis_sim: exists x1 x2.(n_female(x2) & exists x4.(n_thing(x4) & all e1.(-v_hold(e1) | -Theme(e1,x4) | -Actor(e1,x2))) & exists x3.(r_only(x3) & n_person(x3) & card_eq_1(x3) & (x1 = x3)))