Context                Previous, Next                Top


97_a_lob_n02
I'll admit that.

%3 r_0097_0002___apos_ll 'll r_0097_0003__admit admit r_0097_0002___apos_ll->r_0097_0003__admit [scope] r_0097_0001__I I r_0097_0003__admit->r_0097_0001__I [arg0] r_0097_0004__that that r_0097_0003__admit->r_0097_0004__that [arg1] 
arc(r_0097_0002___apos_ll, r_0097_0003__admit, scope).
arc(r_0097_0003__admit, r_0097_0001__I, arg0).
arc(r_0097_0003__admit, r_0097_0004__that, arg1).


%3 r_0097_0002___apos_ll_r_0097_0003__admit 'll admit r_0097_0001__I I r_0097_0002___apos_ll_r_0097_0003__admit->r_0097_0001__I [arg0] r_0097_0004__that that r_0097_0002___apos_ll_r_0097_0003__admit->r_0097_0004__that [arg1] 
fof(formula,axiom,
    ? [R_97_2__APOS_LL_ADMIT,R_97_1_I,R_97_4_THAT] :
      ( i(R_97_1_I)
      & that(R_97_4_THAT)
      & _apos_ll_admit(R_97_2__APOS_LL_ADMIT,R_97_1_I,R_97_4_THAT) ) ).


n97_a_lob_n02 n97_a_lob_n02_4 I n97_a_lob_n02_6 'll n97_a_lob_n02_9 admit n97_a_lob_n02_12 that n97_a_lob_n02_14 . n97_a_lob_n02_1 IP-MAT n97_a_lob_n02_2 NP-SBJ n97_a_lob_n02_1->n97_a_lob_n02_2 n97_a_lob_n02_5 MD;_cat_Vi_ n97_a_lob_n02_1->n97_a_lob_n02_5 n97_a_lob_n02_7 IP-INF-CAT n97_a_lob_n02_1->n97_a_lob_n02_7 n97_a_lob_n02_13 PUNC n97_a_lob_n02_1->n97_a_lob_n02_13 n97_a_lob_n02_3 PRO n97_a_lob_n02_2->n97_a_lob_n02_3 n97_a_lob_n02_3->n97_a_lob_n02_4 n97_a_lob_n02_5->n97_a_lob_n02_6 n97_a_lob_n02_8 VB;_Tn_ n97_a_lob_n02_7->n97_a_lob_n02_8 n97_a_lob_n02_10 NP-OB1 n97_a_lob_n02_7->n97_a_lob_n02_10 n97_a_lob_n02_8->n97_a_lob_n02_9 n97_a_lob_n02_11 D;_nphd_ n97_a_lob_n02_10->n97_a_lob_n02_11 n97_a_lob_n02_11->n97_a_lob_n02_12 n97_a_lob_n02_13->n97_a_lob_n02_14 
( (IP-MAT (NP-SBJ;{PIERS} (PRO I;{I}))
          (MD;_cat_Vi_ <apos>ll;{will})
          (IP-INF-CAT (VB;_Tn_ admit;{admit})
                      (NP-OB1;{BRING_OFF} (D;_nphd_ that;{that})))
          (PUNC .))
  (ID 97_a_lob_n02))