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174_a_ted_talk_11
And I think we can't afford to go on that way.

%3 r_0174_0001__And_r_0174_0003__think And think r_0174_0002__I I r_0174_0001__And_r_0174_0003__think->r_0174_0002__I [arg0] r_0174_0006__n_apos_t n't r_0174_0001__And_r_0174_0003__think->r_0174_0006__n_apos_t [arg1] r_0174_0005__ca ca r_0174_0006__n_apos_t->r_0174_0005__ca [keep_scope] r_0174_0007__afford afford r_0174_0005__ca->r_0174_0007__afford [scope] r_0174_0004__we we r_0174_0007__afford->r_0174_0004__we [arg0] r_0174_0008__to_r_0174_0009__go to go r_0174_0007__afford->r_0174_0008__to_r_0174_0009__go [arg1] r_0174_0008__to_r_0174_0009__go->r_0174_0004__we [arg0] r_0174_0011__that_r_0174_0012__way that way r_0174_0008__to_r_0174_0009__go->r_0174_0011__that_r_0174_0012__way on [clr] 
arc(r_0174_0001__And_r_0174_0003__think, r_0174_0002__I, arg0).
arc(r_0174_0001__And_r_0174_0003__think, r_0174_0006__n_apos_t, arg1).
arc(r_0174_0005__ca, r_0174_0007__afford, scope).
arc(r_0174_0006__n_apos_t, r_0174_0005__ca, keep_scope).
arc(r_0174_0007__afford, r_0174_0004__we, arg0).
arc(r_0174_0007__afford, r_0174_0008__to_r_0174_0009__go, arg1).
arc(r_0174_0008__to_r_0174_0009__go, r_0174_0004__we, arg0).
arc(r_0174_0008__to_r_0174_0009__go, r_0174_0011__that_r_0174_0012__way, r_0174_0010__on_clr29).


%3 r_0174_0008__to_r_0174_0009__go to go r_0174_0011__that_r_0174_0012__way that way r_0174_0008__to_r_0174_0009__go->r_0174_0011__that_r_0174_0012__way on [clr] r_0174_0004__we we r_0174_0008__to_r_0174_0009__go->r_0174_0004__we [arg0] r_0174_0005__ca_r_0174_0007__afford ca afford r_0174_0005__ca_r_0174_0007__afford->r_0174_0008__to_r_0174_0009__go [arg1] r_0174_0005__ca_r_0174_0007__afford->r_0174_0004__we [arg0] r_0174_0006__n_apos_t n't r_0174_0006__n_apos_t->r_0174_0005__ca_r_0174_0007__afford [keep_scope] r_0174_0001__And_r_0174_0003__think And think r_0174_0001__And_r_0174_0003__think->r_0174_0006__n_apos_t [arg1] r_0174_0002__I I r_0174_0001__And_r_0174_0003__think->r_0174_0002__I [arg0] 
fof(formula,axiom,
    ? [R_174_1_AND_THINK,R_174_2_I] :
      ( i(R_174_2_I)
      & and_think(R_174_1_AND_THINK,R_174_2_I,R_174_6_N_APOS_T)
      & ~ ? [R_174_5_CA_AFFORD,R_174_8_TO_GO,R_174_4_WE,R_174_11_THAT_WAY] :
            ( we(R_174_4_WE)
            & that_way(R_174_11_THAT_WAY)
            & ca_afford(R_174_5_CA_AFFORD,R_174_4_WE,R_174_8_TO_GO)
            & to_go(R_174_8_TO_GO,R_174_4_WE)
            & on_clr29(R_174_8_TO_GO,R_174_11_THAT_WAY) ) ) ).


n174_a_ted_talk_11 n174_a_ted_talk_11__1_1_1 And n174_a_ted_talk_11__1_2_1_1 I n174_a_ted_talk_11__1_3_1 think n174_a_ted_talk_11__1_4_1_1_1_1 we n174_a_ted_talk_11__1_4_1_2_1 ca n174_a_ted_talk_11__1_4_1_3_1 n't n174_a_ted_talk_11__1_4_1_4_1_1 afford n174_a_ted_talk_11__1_4_1_4_2_1_1 to n174_a_ted_talk_11__1_4_1_4_2_2_1 go n174_a_ted_talk_11__1_4_1_4_2_3_1_1 on n174_a_ted_talk_11__1_4_1_4_2_3_2_1_1 that n174_a_ted_talk_11__1_4_1_4_2_3_2_2_1 way n174_a_ted_talk_11__1_5_1 . n174_a_ted_talk_11__1 IP-MAT n174_a_ted_talk_11__1_1 CONJ;_cl_ n174_a_ted_talk_11__1->n174_a_ted_talk_11__1_1 n174_a_ted_talk_11__1_2 NP-SBJ n174_a_ted_talk_11__1->n174_a_ted_talk_11__1_2 n174_a_ted_talk_11__1_3 VBP;_Tf_ n174_a_ted_talk_11__1->n174_a_ted_talk_11__1_3 n174_a_ted_talk_11__1_4 CP-THT-OB1 n174_a_ted_talk_11__1->n174_a_ted_talk_11__1_4 n174_a_ted_talk_11__1_5 PUNC n174_a_ted_talk_11__1->n174_a_ted_talk_11__1_5 n174_a_ted_talk_11__1_1->n174_a_ted_talk_11__1_1_1 n174_a_ted_talk_11__1_2_1 PRO n174_a_ted_talk_11__1_2->n174_a_ted_talk_11__1_2_1 n174_a_ted_talk_11__1_2_1->n174_a_ted_talk_11__1_2_1_1 n174_a_ted_talk_11__1_3->n174_a_ted_talk_11__1_3_1 n174_a_ted_talk_11__1_4_1 IP-SUB n174_a_ted_talk_11__1_4->n174_a_ted_talk_11__1_4_1 n174_a_ted_talk_11__1_4_1_1 NP-SBJ n174_a_ted_talk_11__1_4_1->n174_a_ted_talk_11__1_4_1_1 n174_a_ted_talk_11__1_4_1_2 MD;_cat_Vi_ n174_a_ted_talk_11__1_4_1->n174_a_ted_talk_11__1_4_1_2 n174_a_ted_talk_11__1_4_1_3 NEG;_clitic_ n174_a_ted_talk_11__1_4_1->n174_a_ted_talk_11__1_4_1_3 n174_a_ted_talk_11__1_4_1_4 IP-INF-CAT n174_a_ted_talk_11__1_4_1->n174_a_ted_talk_11__1_4_1_4 n174_a_ted_talk_11__1_4_1_1_1 PRO n174_a_ted_talk_11__1_4_1_1->n174_a_ted_talk_11__1_4_1_1_1 n174_a_ted_talk_11__1_4_1_1_1->n174_a_ted_talk_11__1_4_1_1_1_1 n174_a_ted_talk_11__1_4_1_2->n174_a_ted_talk_11__1_4_1_2_1 n174_a_ted_talk_11__1_4_1_3->n174_a_ted_talk_11__1_4_1_3_1 n174_a_ted_talk_11__1_4_1_4_1 VB;_Tt_ n174_a_ted_talk_11__1_4_1_4->n174_a_ted_talk_11__1_4_1_4_1 n174_a_ted_talk_11__1_4_1_4_2 IP-INF-OB1 n174_a_ted_talk_11__1_4_1_4->n174_a_ted_talk_11__1_4_1_4_2 n174_a_ted_talk_11__1_4_1_4_1->n174_a_ted_talk_11__1_4_1_4_1_1 n174_a_ted_talk_11__1_4_1_4_2_1 TO n174_a_ted_talk_11__1_4_1_4_2->n174_a_ted_talk_11__1_4_1_4_2_1 n174_a_ted_talk_11__1_4_1_4_2_2 VB;_Ipr_ n174_a_ted_talk_11__1_4_1_4_2->n174_a_ted_talk_11__1_4_1_4_2_2 n174_a_ted_talk_11__1_4_1_4_2_3 PP-CLR n174_a_ted_talk_11__1_4_1_4_2->n174_a_ted_talk_11__1_4_1_4_2_3 n174_a_ted_talk_11__1_4_1_4_2_1->n174_a_ted_talk_11__1_4_1_4_2_1_1 n174_a_ted_talk_11__1_4_1_4_2_2->n174_a_ted_talk_11__1_4_1_4_2_2_1 n174_a_ted_talk_11__1_4_1_4_2_3_1 P-ROLE n174_a_ted_talk_11__1_4_1_4_2_3->n174_a_ted_talk_11__1_4_1_4_2_3_1 n174_a_ted_talk_11__1_4_1_4_2_3_2 NP n174_a_ted_talk_11__1_4_1_4_2_3->n174_a_ted_talk_11__1_4_1_4_2_3_2 n174_a_ted_talk_11__1_4_1_4_2_3_1->n174_a_ted_talk_11__1_4_1_4_2_3_1_1 n174_a_ted_talk_11__1_4_1_4_2_3_2_1 D n174_a_ted_talk_11__1_4_1_4_2_3_2->n174_a_ted_talk_11__1_4_1_4_2_3_2_1 n174_a_ted_talk_11__1_4_1_4_2_3_2_2 N n174_a_ted_talk_11__1_4_1_4_2_3_2->n174_a_ted_talk_11__1_4_1_4_2_3_2_2 n174_a_ted_talk_11__1_4_1_4_2_3_2_1->n174_a_ted_talk_11__1_4_1_4_2_3_2_1_1 n174_a_ted_talk_11__1_4_1_4_2_3_2_2->n174_a_ted_talk_11__1_4_1_4_2_3_2_2_1 n174_a_ted_talk_11__1_5->n174_a_ted_talk_11__1_5_1 
( (IP-MAT (CONJ;_cl_ And;{and})
          (NP-SBJ (PRO I;{I}))
          (VBP;_Tf_ think;{think})
          (CP-THT-OB1 (IP-SUB (NP-SBJ (PRO we;{we}))
                              (MD;_cat_Vi_ ca;{can})
                              (NEG;_clitic_ n<apos>t;{not})
                              (IP-INF-CAT (VB;_Tt_ afford;{afford})
                                          (IP-INF-OB1 (TO to;{to})
                                                      (VB;_Ipr_ go;{go[on]})
                                                      (PP-CLR (P-ROLE on;{on})
                                                              (NP (D that;{that})
                                                                  (N way;{way})))))))
          (PUNC .))
  (ID 174_a_ted_talk_11))