premise: This is a clown at an elementary school.
hypothesis: The children at this school defintely all love clowns.
explanation_1: A clown being at a school doesn't mean the children all love clowns.
explanation_2: Just because this is a clown at an elementary school, doesn't mean they all love clowns.
explanation_3: Some elementary school children do not love clowns.
premise_logic: exists p1 s1 x1.(at(p1,x1) & n_school(x1) & a_elementary(s1) & Theme(s1,x1) & exists x2.((x1 = x2) & n_clown(x2)) & n_thing(x1))
hypothesis_logic: exists x1 x2.(n_school(x2) & n_child(x1) & all x4 x3.((n_clown(x3) & of(x3,x4) & n_love(x4)) -> (a_topic(x1) & at(x1,x2) & defintely(x2,x3))))
premise_sim: exists p1 s1 x1.(n_thing(x1) & n_school(x1) & exists x2.(n_clown(x2) & (x1 = x2)) & at(p1,x1) & a_elementary(s1) & Theme(s1,x1))
hypothesis_sim: exists x1 x2.(n_school(x2) & n_child(x1) & all x4 x3.((defintely(x2,x3) | -of(x3,x4) | -n_love(x4) | -n_clown(x3)) & (at(x1,x2) | -of(x3,x4) | -n_love(x4) | -n_clown(x3)) & (a_topic(x1) | -of(x3,x4) | -n_love(x4) | -n_clown(x3))))