Search for blocks/addresses/...

Proofgold Proof

pf
Apply df_mr__df_ltr__df_0r__df_1r__df_m1r__df_c__df_0__df_1__df_i__df_r__df_add__df_mul__df_lt__df_pnf__df_mnf__df_xr__df_ltxr__df_le with wceq cltrr (copab (λ x0 x1 . wa (wa (wcel (cv x0) cr) (wcel (cv x1) cr)) (wex (λ x2 . wex (λ x3 . wa (wa (wceq (cv x0) (cop (cv x2) c0r)) (wceq (cv x1) (cop (cv x3) c0r))) (wbr (cv x2) (cv x3) cltr)))))).
Assume H0: wceq cmr (coprab (λ x0 x1 x2 . wa (wa (wcel (cv x0) cnr) (wcel (cv x1) cnr)) (wex (λ x3 . wex (λ x4 . wex (λ x5 . wex (λ x6 . wa (wa (wceq (cv x0) (cec (cop (cv x3) (cv x4)) cer)) (wceq (cv x1) (cec (cop (cv x5) (cv x6)) cer))) (wceq (cv x2) (cec (cop (co (co (cv x3) (cv x5) cmp) (co (cv x4) (cv x6) cmp) cpp) (co (co (cv x3) (cv x6) cmp) (co (cv x4) (cv x5) cmp) cpp)) cer))))))))).
Assume H1: wceq cltr (copab (λ x0 x1 . wa (wa (wcel (cv x0) cnr) (wcel (cv x1) cnr)) (wex (λ x2 . wex (λ x3 . wex (λ x4 . wex (λ x5 . wa (wa (wceq (cv x0) (cec (cop (cv x2) (cv x3)) cer)) (wceq (cv x1) (cec (cop (cv x4) (cv x5)) cer))) (wbr (co (cv x2) (cv x5) cpp) (co (cv x3) (cv x4) cpp) cltp)))))))).
Assume H2: wceq c0r (cec (cop c1p c1p) cer).
Assume H3: wceq c1r (cec (cop (co c1p c1p cpp) c1p) cer).
Assume H4: wceq cm1r (cec (cop c1p (co c1p c1p cpp)) cer).
Assume H5: wceq cc (cxp cnr cnr).
Assume H6: wceq cc0 (cop c0r c0r).
Assume H7: wceq c1 (cop c1r c0r).
Assume H8: wceq ci (cop c0r c1r).
Assume H9: wceq cr (cxp cnr (csn c0r)).
Assume H10: wceq caddc (coprab (λ x0 x1 x2 . wa (wa (wcel (cv x0) cc) (wcel (cv x1) cc)) (wex (λ x3 . wex ...)))).
...