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Proofgold Proof

pf
Let x0 of type ι be given.
Let x1 of type ι be given.
Let x2 of type ι be given.
Let x3 of type ι be given.
Assume H0: bf68c.. x0 x1 = bf68c.. x2 x3.
Apply unknownprop_f4ff16b9b21fb43bec0dd0d2e94569d632f3d21b75932b9bcc0c1ffd4c0d62b6 with prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x5 x5) (prim0 x4 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x4 x4) (prim0 x4 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x4)) (prim0 (prim0 x5 x5) (prim0 x4 x5))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x5 x4) (prim0 x5 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x5 x4)) (prim0 (prim0 x4 x4) (prim0 x4 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x4)) (prim0 (prim0 x5 x5) (prim0 x4 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x4 x5) (prim0 x5 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x4 x4) (prim0 x5 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x4)) (prim0 (prim0 x5 x5) (prim0 x5 x5))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x4 x4) (prim0 x5 x5))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x4 x5) (prim0 x5 x4))))) (prim0 (prim1 (λ x4 . prim1 (λ x5 . prim0 (prim0 (prim0 x5 x4) (prim0 x4 x5)) (prim0 (prim0 x5 x5) (prim0 x4 x4))))) (prim0 ... ...)))))))))))), ..., ..., ..., ... leaving 2 subgoals.
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