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57_a_lob_n02
‘You expect me to believe that?’

%3 r_0057_0003__expect expect r_0057_0002__You You r_0057_0003__expect->r_0057_0002__You [arg0] r_0057_0005__to_r_0057_0006__believe to believe r_0057_0003__expect->r_0057_0005__to_r_0057_0006__believe [arg1] r_0057_0004__me me r_0057_0005__to_r_0057_0006__believe->r_0057_0004__me [arg0] r_0057_0007__that that r_0057_0005__to_r_0057_0006__believe->r_0057_0007__that [arg1] 
arc(r_0057_0003__expect, r_0057_0002__You, arg0).
arc(r_0057_0003__expect, r_0057_0005__to_r_0057_0006__believe, arg1).
arc(r_0057_0005__to_r_0057_0006__believe, r_0057_0004__me, arg0).
arc(r_0057_0005__to_r_0057_0006__believe, r_0057_0007__that, arg1).


%3 r_0057_0003__expect expect r_0057_0002__You You r_0057_0003__expect->r_0057_0002__You [arg0] r_0057_0005__to_r_0057_0006__believe to believe r_0057_0003__expect->r_0057_0005__to_r_0057_0006__believe [arg1] r_0057_0004__me me r_0057_0005__to_r_0057_0006__believe->r_0057_0004__me [arg0] r_0057_0007__that that r_0057_0005__to_r_0057_0006__believe->r_0057_0007__that [arg1] 
fof(formula,axiom,
    ? [R_57_3_EXPECT,R_57_2_YOU,R_57_5_TO_BELIEVE,R_57_4_ME,R_57_7_THAT] :
      ( you(R_57_2_YOU)
      & me(R_57_4_ME)
      & that(R_57_7_THAT)
      & expect(R_57_3_EXPECT,R_57_2_YOU,R_57_5_TO_BELIEVE)
      & to_believe(R_57_5_TO_BELIEVE,R_57_4_ME,R_57_7_THAT) ) ).


n57_a_lob_n02 n57_a_lob_n02_3 <lquo> n57_a_lob_n02_7 You n57_a_lob_n02_9 expect n57_a_lob_n02_12 me n57_a_lob_n02_15 to n57_a_lob_n02_17 believe n57_a_lob_n02_20 that n57_a_lob_n02_22 ? n57_a_lob_n02_24 <rquo> n57_a_lob_n02_1 CP-QUE-MAT n57_a_lob_n02_2 PULQ n57_a_lob_n02_1->n57_a_lob_n02_2 n57_a_lob_n02_4 IP-SUB n57_a_lob_n02_1->n57_a_lob_n02_4 n57_a_lob_n02_21 PUNC n57_a_lob_n02_1->n57_a_lob_n02_21 n57_a_lob_n02_23 PURQ n57_a_lob_n02_1->n57_a_lob_n02_23 n57_a_lob_n02_2->n57_a_lob_n02_3 n57_a_lob_n02_5 NP-SBJ n57_a_lob_n02_4->n57_a_lob_n02_5 n57_a_lob_n02_8 VB;_Tnt_ n57_a_lob_n02_4->n57_a_lob_n02_8 n57_a_lob_n02_10 NP-DOB1 n57_a_lob_n02_4->n57_a_lob_n02_10 n57_a_lob_n02_13 IP-INF-OB1 n57_a_lob_n02_4->n57_a_lob_n02_13 n57_a_lob_n02_6 PRO n57_a_lob_n02_5->n57_a_lob_n02_6 n57_a_lob_n02_6->n57_a_lob_n02_7 n57_a_lob_n02_8->n57_a_lob_n02_9 n57_a_lob_n02_11 PRO n57_a_lob_n02_10->n57_a_lob_n02_11 n57_a_lob_n02_11->n57_a_lob_n02_12 n57_a_lob_n02_14 TO n57_a_lob_n02_13->n57_a_lob_n02_14 n57_a_lob_n02_16 VB;__ n57_a_lob_n02_13->n57_a_lob_n02_16 n57_a_lob_n02_18 NP-OB1 n57_a_lob_n02_13->n57_a_lob_n02_18 n57_a_lob_n02_14->n57_a_lob_n02_15 n57_a_lob_n02_16->n57_a_lob_n02_17 n57_a_lob_n02_19 D;_nphd_ n57_a_lob_n02_18->n57_a_lob_n02_19 n57_a_lob_n02_19->n57_a_lob_n02_20 n57_a_lob_n02_21->n57_a_lob_n02_22 n57_a_lob_n02_23->n57_a_lob_n02_24 
( (CP-QUE-MAT (PULQ <lquo>)
              (IP-SUB (NP-SBJ;{BERYL} (PRO You;{you}))
                      (VB;_Tnt_ expect;{expect})
                      (NP-DOB1;{PIERS} (PRO me;{I}))
                      (IP-INF-OB1 (TO to;{to})
                                  (VB;__ believe;{believe})
                                  (NP-OB1;{NOT_IN_LOVE} (D;_nphd_ that;{that}))))
              (PUNC ?)
              (PURQ <rquo>))
  (ID 57_a_lob_n02))