lemma fqu_fneqg (S) (b) (G1) (G2) (L1) (L2) (T1) (T2):
❪G1,L1,T1❫ ⬂[b] ❪G2,L2,T2❫ → ❪G1,L1,T1❫ ≛[S] ❪G2,L2,T2❫ → ⊥.
#S #b #G1 #G2 #L1 #L2 #T1 #T2 #H elim H -G1 -G2 -L1 -L2 -T1 -T2
-[ /3 width=8 by feqg_fwd_length, succ_inv_refl_sn/
+[ /3 width=8 by feqg_fwd_length, nsucc_inv_refl/
| /3 width=9 by teqg_inv_pair_xy_x, feqg_fwd_teqg/
| /3 width=9 by teqg_inv_pair_xy_y, feqg_fwd_teqg/
| /3 width=9 by teqg_inv_pair_xy_y, feqg_fwd_teqg/
| /3 width=9 by teqg_inv_pair_xy_y, feqg_fwd_teqg/
-| /3 width=8 by feqg_fwd_length, succ_inv_refl_sn/
+| /3 width=8 by feqg_fwd_length, nsucc_inv_refl/
]
qed-.