premise: Two cars, one red and one blue, race each other in a very tight and competitive nature as fans stand by and watch.
hypothesis: The red and blue cars are racing for the finish line.
explanation_1: "race each other in a very tight and competitive nature" can be inferred as "racing for the finish line."
explanation_2: If the cars race in a competitive nature, they are most likely racing for the finish line.
explanation_3: The cars are racing because they race each other.
premise_logic: exists e1 p1 s1 s2 x1 x2 x3 x4 x5 x6.(in(e1,x6) & exists e2 x9 x10.(by(e2,x10) & n_watch(x10) & Actor(e2,x9) & v_stand(e2) & n_fan(x9)) & as(x6,p1) & n_nature(x6) & a_competitive(s2) & Theme(s2,x6) & a_tight(s1) & Theme(s1,x6) & r_very(x6) & Theme(e1,x2) & Actor(e1,x1) & v_event(e1) & rel(x2,x3) & subset_of(x5,x3) & all x7.(n_other(x7) -> exists x8.(rel(x5,x8) & for(x8,x7) & n_race(x8))) & n_blue(x5) & card_eq_1(x5) & subset_of(x4,x3) & n_red(x4) & card_eq_1(x4) & n_car(x2) & card_eq_2(x2) & n_thing(x1))
hypothesis_logic: exists e1 s1 s2 x1 x2 x3.(n_line(x2) & of(x2,x3) & n_finish(x3) & n_car(x1) & a_blue(s2) & Theme(s2,x1) & a_red(s1) & Theme(s1,x1) & for(e1,x2) & Actor(e1,x1) & v_race(e1))
premise_sim: exists e1 p1 s1 s2 x1 x2 x3 x4 x5 x6.(v_event(e1) & subset_of(x5,x3) & subset_of(x4,x3) & rel(x2,x3) & r_very(x6) & n_thing(x1) & n_red(x4) & n_nature(x6) & n_car(x2) & n_blue(x5) & in(e1,x6) & exists e2 x9 x10.(v_stand(e2) & n_watch(x10) & n_fan(x9) & by(e2,x10) & Actor(e2,x9)) & card_eq_2(x2) & card_eq_1(x5) & card_eq_1(x4) & as(x6,p1) & all x7.(exists x8.(rel(x5,x8) & n_race(x8) & for(x8,x7)) | -n_other(x7)) & a_tight(s1) & a_competitive(s2) & Theme(s2,x6) & Theme(s1,x6) & Theme(e1,x2) & Actor(e1,x1))
hypothesis_sim: exists e1 s1 s2 x1 x2 x3.(v_race(e1) & of(x2,x3) & n_line(x2) & n_finish(x3) & n_car(x1) & for(e1,x2) & a_red(s1) & a_blue(s2) & Theme(s2,x1) & Theme(s1,x1) & Actor(e1,x1))