problem([]==>l:pnat list=>m:pnat list=>prodl(pnatapp(l,m))=times(prodl(l),prodl(m))in pnat,
ind_strat(induction(lemma(list_primitive)-[(l:pnat list)-v1::v0])then[base_case(sym_eval(normalize_term([reduction([1,1,1],[pnatapp1,equ(pnat list,left)]),reduction([1,2,1],[prodl1,equ(pnat,left)]),reduction([2,1],[times2,equ(pnat,left)]),reduction([1,2,1],[times1,equ(pnat,left)]),reduction([2,1],[plus1,equ(pnat,left)])]))then[elementary(intro(new[m])then[identity,wfftacs])]),step_case(ripple(direction_out,wave(direction_out,[1,2,1],[prodl2,equ(pnat,left)],[])then[wave(direction_out,[1,1,1],[pnatapp2,equ(pnat list,left)],[])then[wave(direction_out,[1,1],[prodl2,equ(pnat,left)],[])]])then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(left,[weak_fertilize(left,in,[2],v2)]))))])]),lambda(l,list_ind(l,lambda(v0,su(su(lambda(v1,su(v2,[v1 of v0],[v2]))of lambda(v0,su(lambda(v1,su(v2,[v1 of v0],[v2]))of lambda(v0,su(su(su(lambda(v1,su(v2,[v1 of v0],[v2]))of lambda(v0,su(su(lambda(v1,su(v2,[v1 of v0],[v2]))of lambda(v0,su(su(lambda(v1,su(v2,[v1 of v0],[v2]))of lambda(m,axiom),[plus1 of prodl(v0)],[v1]),[term_of(plus1)],[plus1])),[times1 of prodl(v0)],[v1]),[term_of(times1)],[times1])),[v1 of prodl(v0)],[v2]),[times2 of 0],[v1]),[term_of(times2)],[times2])),[term_of(prodl1)],[prodl1])),[pnatapp1 of v0],[v1]),[term_of(pnatapp1)],[pnatapp1])),[v1,v0,v2,lambda(v3,su(su(su(lambda(v4,su(v5,[v4 of v3],[v5]))of lambda(v3,su(su(su(su(lambda(v4,su(v5,[v4 of v3],[v5]))of lambda(v3,su(su(su(lambda(v4,su(v5,[v4 of v3],[v5]))of lambda(v3,su(lambda(v4,su(v5,[v4 of v3],[v5]))of _6422,[v2 of v3],[v4])),[v4 of pnatapp(v0,v3)],[v5]),[prodl2 of v1],[v4]),[term_of(prodl2)],[prodl2])),[v5 of v3],[v6]),[v4 of v0],[v5]),[pnatapp2 of v1],[v4]),[term_of(pnatapp2)],[pnatapp2])),[v4 of v0],[v5]),[prodl2 of v1],[v4]),[term_of(prodl2)],[prodl2]))])),
[problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat]==>m:pnat list=>times(v1,times(prodl(v0),prodl(m)))=times(times(v1,prodl(v0)),prodl(m))in pnat,
 generalise(prodl(m),v3:pnat),lambda(v3,lambda(v4,su(su(v6,[v5 of v4],[v6]),[v3 of prodl(v4)],[v5])))of _6223,
 [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat]==>v3:pnat=>m:pnat list=>times(v1,times(prodl(v0),v3))=times(times(v1,prodl(v0)),v3)in pnat,
  generalise(prodl(v0),v4:pnat),lambda(v3,lambda(v5,lambda(v6,su(su(su(v8,[v7 of v6],[v8]),[v4 of v5],[v7]),[v3 of prodl(v0)],[v4]))))of _6083,
  [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat]==>v4:pnat=>v3:pnat=>m:pnat list=>times(v1,times(v4,v3))=times(times(v1,v4),v3)in pnat,
   ind_strat(induction(lemma(pnat_primitive)-[(v1:pnat)-s(v5)])then[base_case(sym_eval(normalize_term([reduction([1,1],[times1,equ(pnat,left)]),reduction([1,2,1],[times1,equ(pnat,left)]),reduction([2,1],[times1,equ(pnat,left)])]))then[elementary(intro(new[v4])then[intro(new[v3])then[intro(new[m])then[identity,wfftacs],wfftacs],wfftacs])]),step_case(ripple(direction_out,wave(direction_out,[1,1],[times2,equ(pnat,left)],[])then[wave(direction_out,[1,2,1],[times2,equ(pnat,left)],[])])then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(left,[weak_fertilize(left,in,[1],v6)]))))])]),p_ind(v1,lambda(v5,lambda(v4,lambda(v3,su(su(lambda(v6,su(su(su(v9,[v8 of v3],[v9]),[v7 of v4],[v8]),[v6 of v5],[v7]))of lambda(v5,lambda(v4,lambda(v3,su(su(lambda(v6,su(su(su(v9,[v8 of v3],[v9]),[v7 of v4],[v8]),[v6 of v5],[v7]))of lambda(v5,lambda(v4,lambda(v3,su(su(lambda(v6,su(su(su(v9,[v8 of v3],[v9]),[v7 of v4],[v8]),[v6 of v5],[v7]))of lambda(v4,lambda(v3,lambda(m,axiom))),[times1 of v4],[v6]),[term_of(times1)],[times1])))),[times1 of v5],[v6]),[term_of(times1)],[times1])))),[times1 of times(v5,v4)],[v6]),[term_of(times1)],[times1])))),[v5,v6,lambda(v7,lambda(v8,lambda(v9,su(su(su(lambda(v3,su(su(su(v11,[v10 of v9],[v11]),[v4 of v8],[v10]),[v3 of v7],[v4]))of lambda(v7,lambda(v8,lambda(v9,su(su(su(lambda(v3,su(su(su(v11,[v10 of v9],[v11]),[v4 of v8],[v10]),[v3 of v7],[v4]))of lambda(v7,lambda(v8,lambda(v9,su(su(su(lambda(v3,su(su(su(v11,[v10 of v9],[v11]),[v4 of v8],[v10]),[v3 of v7],[v4]))of _5361,[v4 of v9],[v10]),[v3 of v8],[v4]),[v6 of v7],[v3])))),[v3 of v7],[v4]),[times2 of v5],[v3]),[term_of(times2)],[times2])))),[v3 of times(v7,v8)],[v4]),[times2 of v5],[v3]),[term_of(times2)],[times2]))))]),
   [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat]==>v4:pnat=>v3:pnat=>m:pnat list=>plus(times(times(v5,v4),v3),times(v4,v3))=times(plus(times(v5,v4),v4),v3)in pnat,
    generalise(times(v5,v4),v7:pnat),lambda(v3,lambda(v8,lambda(v9,lambda(v10,su(su(su(su(v12,[v11 of v10],[v12]),[v7 of v9],[v11]),[v4 of v8],[v7]),[v3 of times(v5,v8)],[v4])))))of _5091,
    [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat]==>v7:pnat=>v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v7,v3),times(v4,v3))=times(plus(v7,v4),v3)in pnat,
     ind_strat(induction(lemma(pnat_primitive)-[(v7:pnat)-s(v8)])then[base_case(sym_eval(normalize_term([reduction([1,1,1],[times1,equ(pnat,left)]),reduction([1,1],[plus1,equ(pnat,left)]),reduction([1,2,1],[plus1,equ(pnat,left)])]))then[elementary(intro(new[v4])then[intro(new[v3])then[intro(new[m])then[identity,wfftacs],wfftacs],wfftacs])]),step_case(ripple(direction_out,wave(direction_out,[1,2,1],[plus2,equ(pnat,left)],[])then[wave(direction_out,[2,1],[times2,equ(pnat,left)],[])then[wave(direction_out,[1,1,1],[times2,equ(pnat,left)],[])]])then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(right,[weak_fertilize(right,in,[1],v9)]))))])]),lambda(v7,p_ind(v7,lambda(v8,lambda(v9,lambda(v10,su(su(lambda(v3,su(su(su(v12,[v11 of v10],[v12]),[v4 of v9],[v11]),[v3 of v8],[v4]))of lambda(v8,lambda(v9,lambda(v10,su(su(lambda(v3,su(su(su(v12,[v11 of v10],[v12]),[v4 of v9],[v11]),[v3 of v8],[v4]))of lambda(v8,lambda(v9,lambda(v10,su(su(lambda(v3,su(su(su(v12,[v11 of v10],[v12]),[v4 of v9],[v11]),[v3 of v8],[v4]))of lambda(v4,lambda(v3,lambda(m,axiom))),[plus1 of v8],[v3]),[term_of(plus1)],[plus1])))),[plus1 of times(v8,v9)],[v3]),[term_of(plus1)],[plus1])))),[times1 of v9],[v3]),[term_of(times1)],[times1])))),[v8,v9,lambda(v10,lambda(v11,lambda(v12,su(su(su(lambda(v3,su(su(su(v14,[v13 of v12],[v14]),[v4 of v11],[v13]),[v3 of v10],[v4]))of lambda(v10,lambda(v11,lambda(v12,su(su(su(lambda(v3,su(su(su(v14,[v13 of v12],[v14]),[v4 of v11],[v13]),[v3 of v10],[v4]))of lambda(v10,lambda(v11,lambda(v12,su(su(su(lambda(v3,su(su(su(v14,[v13 of v12],[v14]),[v4 of v11],[v13]),[v3 of v10],[v4]))of lambda(v10,lambda(v11,lambda(v12,su(su(su(lambda(v3,su(su(su(v14,[v13 of v12],[v14]),[v4 of v11],[v13]),[v3 of v10],[v4]))of _4209,[v4 of v12],[v13]),[v3 of v11],[v4]),[v9 of v10],[v3])))),[v3 of v11],[v4]),[times2 of v8],[v3]),[term_of(times2)],[times2])))),[v3 of v11],[v4]),[times2 of plus(v8,v10)],[v3]),[term_of(times2)],[times2])))),[v3 of v10],[v4]),[plus2 of v8],[v3]),[term_of(plus2)],[plus2]))))])),
     [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat,v7:pnat,v8:pnat,v9:v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v8,v3),times(v4,v3))=times(plus(v8,v4),v3)in pnat]==>v4:pnat=>v3:pnat=>m:pnat list=>plus(plus(times(v8,v3),v3),times(v4,v3))=plus(plus(times(v8,v3),times(v4,v3)),v3)in pnat,
      generalise(times(v4,v3),v10:pnat),lambda(v3,lambda(v11,lambda(v12,lambda(v13,su(su(su(su(v15,[v14 of v13],[v15]),[v10 of v12],[v14]),[v4 of v11],[v10]),[v3 of times(v11,v12)],[v4])))))of _3860,
      [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat,v7:pnat,v8:pnat,v9:v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v8,v3),times(v4,v3))=times(plus(v8,v4),v3)in pnat]==>v10:pnat=>v4:pnat=>v3:pnat=>m:pnat list=>plus(plus(times(v8,v3),v3),v10)=plus(plus(times(v8,v3),v10),v3)in pnat,
       generalise(times(v8,v3),v11:pnat),lambda(v3,lambda(v12,lambda(v13,lambda(v14,lambda(v15,su(su(su(su(su(v17,[v16 of v15],[v17]),[v11 of v14],[v16]),[v10 of v13],[v11]),[v4 of v12],[v10]),[v3 of times(v8,v14)],[v4]))))))of _3572,
       [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat,v7:pnat,v8:pnat,v9:v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v8,v3),times(v4,v3))=times(plus(v8,v4),v3)in pnat]==>v11:pnat=>v10:pnat=>v4:pnat=>v3:pnat=>m:pnat list=>plus(plus(v11,v3),v10)=plus(plus(v11,v10),v3)in pnat,
        ind_strat(induction(lemma(pnat_primitive)-[(v11:pnat)-s(v12)])then[base_case(sym_eval(normalize_term([reduction([1,1,1],[plus1,equ(pnat,left)]),reduction([1,2,1],[plus1,equ(pnat,left)])]))),step_case(ripple(direction_out,wave(direction_out,[1,2,1],[plus2,equ(pnat,left)],[])then[wave(direction_out,[2,1],[plus2,equ(pnat,left)],[])then[wave(direction_out,[1,1,1],[plus2,equ(pnat,left)],[])then[wave(direction_out,[1,1],[plus2,equ(pnat,left)],[])]]])then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(right,[weak_fertilize(right,in,[1],v13)]))then elementary(intro(new[v10])then[intro(new[v4])then[intro(new[v3])then[intro(new[m])then[identity,wfftacs],wfftacs],wfftacs],wfftacs])))])]),lambda(v11,p_ind(v11,lambda(v12,lambda(v10,lambda(v13,lambda(v14,su(su(lambda(v3,su(su(su(su(v17,[v16 of v14],[v17]),[v15 of v13],[v16]),[v4 of v10],[v15]),[v3 of v12],[v4]))of lambda(v12,lambda(v10,lambda(v13,lambda(v14,su(su(lambda(v3,su(su(su(su(v17,[v16 of v14],[v17]),[v15 of v13],[v16]),[v4 of v10],[v15]),[v3 of v12],[v4]))of _2937,[plus1 of v12],[v3]),[term_of(plus1)],[plus1]))))),[plus1 of v13],[v3]),[term_of(plus1)],[plus1]))))),[v12,v13,lambda(v14,lambda(v15,lambda(v16,lambda(v17,su(su(su(lambda(v3,su(su(su(su(v19,[v18 of v17],[v19]),[v10 of v16],[v18]),[v4 of v15],[v10]),[v3 of v14],[v4]))of lambda(v14,lambda(v15,lambda(v16,lambda(v17,su(su(su(lambda(v3,su(su(su(su(v19,[v18 of v17],[v19]),[v10 of v16],[v18]),[v4 of v15],[v10]),[v3 of v14],[v4]))of lambda(v14,lambda(v15,lambda(v16,lambda(v17,su(su(su(lambda(v3,su(su(su(su(v19,[v18 of v17],[v19]),[v10 of v16],[v18]),[v4 of v15],[v10]),[v3 of v14],[v4]))of lambda(v14,lambda(v15,lambda(v16,lambda(v17,su(su(su(lambda(v3,su(su(su(su(v19,[v18 of v17],[v19]),[v10 of v16],[v18]),[v4 of v15],[v10]),[v3 of v14],[v4]))of lambda(v14,lambda(v15,lambda(v16,lambda(v17,su(su(su(su(lambda(v3,su(su(su(su(v19,[v18 of v17],[v19]),[v10 of v16],[v18]),[v4 of v15],[v10]),[v3 of v14],[v4]))of lambda(v10,lambda(v4,lambda(v3,lambda(m,axiom)))),[v10 of v17],[v18]),[v4 of v16],[v10]),[v3 of v15],[v4]),[v13 of v14],[v3]))))),[v3 of v14],[v4]),[plus2 of plus(v12,v16)],[v3]),[term_of(plus2)],[plus2]))))),[v3 of v16],[v4]),[plus2 of v12],[v3]),[term_of(plus2)],[plus2]))))),[v3 of v16],[v4]),[plus2 of plus(v12,v14)],[v3]),[term_of(plus2)],[plus2]))))),[v3 of v14],[v4]),[plus2 of v12],[v3]),[term_of(plus2)],[plus2])))))])),
        [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat,v7:pnat,v8:pnat,v9:v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v8,v3),times(v4,v3))=times(plus(v8,v4),v3)in pnat,v11:pnat]==>v10:pnat=>v4:pnat=>v3:pnat=>m:pnat list=>plus(v3,v10)=plus(v10,v3)in pnat,
         ind_strat(induction(lemma(pnat_primitive)-[(v10:pnat)-s(v12)])then[base_case(sym_eval(normalize_term([reduction([2,1],[plus1,equ(pnat,left)])]))),step_case(ripple(direction_out,wave(direction_out,[2,1],[plus2,equ(pnat,left)],[]))then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(right,[weak_fertilize(right,in,[1],v13)]))))])]),lambda(v10,p_ind(v10,lambda(v12,lambda(v13,lambda(v14,su(su(lambda(v3,su(su(su(v16,[v15 of v14],[v16]),[v4 of v13],[v15]),[v3 of v12],[v4]))of _2020,[plus1 of v13],[v3]),[term_of(plus1)],[plus1])))),[v12,v13,lambda(v14,lambda(v15,lambda(v16,su(su(su(lambda(v3,su(su(su(v18,[v17 of v16],[v18]),[v4 of v15],[v17]),[v3 of v14],[v4]))of lambda(v14,lambda(v15,lambda(v16,su(su(su(lambda(v3,su(su(su(v18,[v17 of v16],[v18]),[v4 of v15],[v17]),[v3 of v14],[v4]))of _1881,[v4 of v16],[v17]),[v3 of v15],[v4]),[v13 of v14],[v3])))),[v3 of v15],[v4]),[plus2 of v12],[v3]),[term_of(plus2)],[plus2]))))])),
         [problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat,v7:pnat,v8:pnat,v9:v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v8,v3),times(v4,v3))=times(plus(v8,v4),v3)in pnat,v11:pnat,v10:pnat]==>v4:pnat=>v3:pnat=>m:pnat list=>plus(v3,0)=v3 in pnat,
          ind_strat(induction(lemma(pnat_primitive)-[(v3:pnat)-s(v12)])then[base_case(sym_eval(normalize_term([reduction([1,1],[plus1,equ(pnat,left)])]))then[elementary(intro(new[v4])then[intro(new[m])then[identity,wfftacs],wfftacs])]),step_case(ripple(direction_out,wave(direction_out,[1,1],[plus2,equ(pnat,left)],[]))then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(right,[weak_fertilize(right,in,[1],v13)]))then elementary(intro(new[v4])then[intro(new[m])then[identity,wfftacs],wfftacs])))])]),lambda(v12,lambda(v13,lambda(v14,lambda(v3,su(su(su(v16,[v15 of v14],[v16]),[v4 of v12],[v15]),[v3 of v13],[v4]))of lambda(v3,p_ind(v3,lambda(v12,lambda(v13,su(su(lambda(v4,su(su(v15,[v14 of v13],[v15]),[v4 of v12],[v14]))of lambda(v4,lambda(m,axiom)),[plus1 of 0],[v4]),[term_of(plus1)],[plus1]))),[v12,v13,lambda(v14,lambda(v15,su(su(su(lambda(v4,su(su(v17,[v16 of v15],[v17]),[v4 of v14],[v16]))of lambda(v14,lambda(v15,su(su(lambda(v4,su(su(v17,[v16 of v15],[v17]),[v4 of v14],[v16]))of lambda(v4,lambda(m,axiom)),[v4 of v15],[v16]),[v13 of v14],[v4]))),[v4 of 0],[v16]),[plus2 of v12],[v4]),[term_of(plus2)],[plus2])))]))))),
          [
          ]) ext _2020,
          problem([l:pnat list,v1:pnat,v0:pnat list,v2:m:pnat list=>prodl(pnatapp(v0,m))=times(prodl(v0),prodl(m))in pnat,v5:pnat,v6:v4:pnat=>v3:pnat=>m:pnat list=>times(v5,times(v4,v3))=times(times(v5,v4),v3)in pnat,v7:pnat,v8:pnat,v9:v4:pnat=>v3:pnat=>m:pnat list=>plus(times(v8,v3),times(v4,v3))=times(plus(v8,v4),v3)in pnat,v11:pnat,v10:pnat,v12:pnat,v13:v4:pnat=>v3:pnat=>m:pnat list=>plus(v3,v12)=plus(v12,v3)in pnat]==>v4:pnat=>v3:pnat=>m:pnat list=>plus(v3,s(v12))=s(plus(v3,v12))in pnat,
          ind_strat(induction(lemma(pnat_primitive)-[(v3:pnat)-s(v14)])then[base_case(sym_eval(normalize_term([reduction([1,1],[plus1,equ(pnat,left)]),reduction([1,2,1],[plus1,equ(pnat,left)])]))then[elementary(intro(new[v4])then[intro(new[m])then[identity,wfftacs],wfftacs])]),step_case(ripple(direction_out,wave(direction_out,[1,1],[plus2,equ(pnat,left)],[])then[wave(direction_out,[1,2,1],[plus2,equ(pnat,left)],[])])then[unblock_then_fertilize(weak,unblock_fertilize_lazy([idtac])then fertilize(weak,fertilize_then_ripple(fertilize_left_or_right(left,[weak_fertilize(left,in,[1],v15)]))then elementary(intro(new[v4])then[intro(new[m])then[identity,wfftacs],wfftacs])))])]),lambda(v14,lambda(v15,lambda(v16,lambda(v3,su(su(su(v18,[v17 of v16],[v18]),[v4 of v14],[v17]),[v3 of v15],[v4]))of lambda(v3,p_ind(v3,lambda(v14,lambda(v15,su(su(lambda(v4,su(su(v17,[v16 of v15],[v17]),[v4 of v14],[v16]))of lambda(v14,lambda(v15,su(su(lambda(v4,su(su(v17,[v16 of v15],[v17]),[v4 of v14],[v16]))of lambda(v4,lambda(m,axiom)),[plus1 of v12],[v4]),[term_of(plus1)],[plus1]))),[plus1 of s(v12)],[v4]),[term_of(plus1)],[plus1]))),[v14,v15,lambda(v16,lambda(v17,su(su(su(lambda(v4,su(su(v19,[v18 of v17],[v19]),[v4 of v16],[v18]))of lambda(v16,lambda(v17,su(su(su(lambda(v4,su(su(v19,[v18 of v17],[v19]),[v4 of v16],[v18]))of lambda(v16,lambda(v17,su(su(lambda(v4,su(su(v19,[v18 of v17],[v19]),[v4 of v16],[v18]))of lambda(v4,lambda(m,axiom)),[v4 of v17],[v18]),[v15 of v16],[v4]))),[v4 of v12],[v18]),[plus2 of v14],[v4]),[term_of(plus2)],[plus2]))),[v4 of s(v12)],[v18]),[plus2 of v14],[v4]),[term_of(plus2)],[plus2])))]))))),
          [
          ]) ext _1881
         ]) ext _2937
        ]) ext _3572
       ]) ext _3860
      ]) ext _4209
     ]) ext _5091
    ]) ext _5361
   ]) ext _6083
  ]) ext _6223
 ]) ext _6422
]).
