premise: Three or four people are playing soccer ball outside.
hypothesis: No one is outside playing soccer.
explanation_1: If three or four people are playing soccer outside that means it is not no one playing soccer outside.
premise_logic: exists e1 x1 x2 x3 x4.(Theme(e1,x2) & Actor(e1,x1) & v_play(e1) & n_outside(x2) & of(x2,x4) & n_ball(x4) & of(x2,x3) & n_soccer(x3) & ((n_people(x1) & card_eq_3(x1)) | (n_people(x1) & card_eq_4(x1))))
hypothesis_logic: -exists p1 x1.(exists s1 x2 x3.((x1 = x2) & n_soccer(x2) & of(x2,x3) & n_playing(x3) & a_outside(s1) & Theme(s1,x2)) & n_one(x1))
premise_sim: exists e1 x1 x2 x3 x4.(v_play(e1) & of(x2,x4) & of(x2,x3) & n_soccer(x3) & n_outside(x2) & n_ball(x4) & Theme(e1,x2) & Actor(e1,x1) & n_people(x1) & (n_people(x1) | card_eq_4(x1)) & (n_people(x1) | card_eq_3(x1)) & (card_eq_4(x1) | card_eq_3(x1)))
hypothesis_sim: all x1.(all s1 x2 x3.(-of(x2,x3) | -n_soccer(x2) | -n_playing(x3) | -a_outside(s1) | -Theme(s1,x2) | -(x1 = x2)) | -n_one(x1))