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62_a_ted_talk_11
We considered this to be one of the lead parts.

%3 r_0062_0002__considered considered r_0062_0001__We We r_0062_0002__considered->r_0062_0001__We [arg0] r_0062_0004__to_r_0062_0005__be to be r_0062_0002__considered->r_0062_0004__to_r_0062_0005__be [arg1] r_0062_0003__this this r_0062_0004__to_r_0062_0005__be->r_0062_0003__this [arg0] r_0062_0006__one one r_0062_0004__to_r_0062_0005__be->r_0062_0006__one [prd] r_0062_0008__the_r_0062_0009__lead_r_0062_0010__parts the lead parts r_0062_0006__one->r_0062_0008__the_r_0062_0009__lead_r_0062_0010__parts of 
arc(r_0062_0002__considered, r_0062_0001__We, arg0).
arc(r_0062_0002__considered, r_0062_0004__to_r_0062_0005__be, arg1).
arc(r_0062_0004__to_r_0062_0005__be, r_0062_0003__this, arg0).
arc(r_0062_0004__to_r_0062_0005__be, r_0062_0006__one, prd).
arc(r_0062_0006__one, r_0062_0008__the_r_0062_0009__lead_r_0062_0010__parts, r_0062_0007__of).


%3 r_0062_0002__considered considered r_0062_0001__We We r_0062_0002__considered->r_0062_0001__We [arg0] r_0062_0004__to_r_0062_0005__be to be r_0062_0002__considered->r_0062_0004__to_r_0062_0005__be [arg1] r_0062_0003__this this r_0062_0004__to_r_0062_0005__be->r_0062_0003__this [arg0] r_0062_0006__one one r_0062_0004__to_r_0062_0005__be->r_0062_0006__one [prd] r_0062_0008__the_r_0062_0009__lead_r_0062_0010__parts the lead parts r_0062_0006__one->r_0062_0008__the_r_0062_0009__lead_r_0062_0010__parts of 
fof(formula,axiom,
    ? [R_62_2_CONSIDERED,R_62_1_WE,R_62_4_TO_BE,R_62_3_THIS,R_62_6_ONE,R_62_8_THE_LEAD_PARTS] :
      ( we(R_62_1_WE)
      & this(R_62_3_THIS)
      & the_lead_parts(R_62_8_THE_LEAD_PARTS)
      & considered(R_62_2_CONSIDERED,R_62_1_WE,R_62_4_TO_BE)
      & to_be(R_62_4_TO_BE,R_62_3_THIS,R_62_6_ONE)
      & one(R_62_6_ONE)
      & of(R_62_6_ONE,R_62_8_THE_LEAD_PARTS) ) ).


n62_a_ted_talk_11 n62_a_ted_talk_11_4 We n62_a_ted_talk_11_6 considered n62_a_ted_talk_11_9 this n62_a_ted_talk_11_12 to n62_a_ted_talk_11_14 be n62_a_ted_talk_11_17 one n62_a_ted_talk_11_20 of n62_a_ted_talk_11_23 the n62_a_ted_talk_11_25 lead n62_a_ted_talk_11_27 parts n62_a_ted_talk_11_29 . n62_a_ted_talk_11_1 IP-MAT n62_a_ted_talk_11_2 NP-SBJ n62_a_ted_talk_11_1->n62_a_ted_talk_11_2 n62_a_ted_talk_11_5 VBD;_Tnt_ n62_a_ted_talk_11_1->n62_a_ted_talk_11_5 n62_a_ted_talk_11_7 NP-DOB1 n62_a_ted_talk_11_1->n62_a_ted_talk_11_7 n62_a_ted_talk_11_10 IP-INF-OB1 n62_a_ted_talk_11_1->n62_a_ted_talk_11_10 n62_a_ted_talk_11_28 PUNC n62_a_ted_talk_11_1->n62_a_ted_talk_11_28 n62_a_ted_talk_11_3 PRO n62_a_ted_talk_11_2->n62_a_ted_talk_11_3 n62_a_ted_talk_11_3->n62_a_ted_talk_11_4 n62_a_ted_talk_11_5->n62_a_ted_talk_11_6 n62_a_ted_talk_11_8 D;_nphd_ n62_a_ted_talk_11_7->n62_a_ted_talk_11_8 n62_a_ted_talk_11_8->n62_a_ted_talk_11_9 n62_a_ted_talk_11_11 TO n62_a_ted_talk_11_10->n62_a_ted_talk_11_11 n62_a_ted_talk_11_13 BE;_Ln_ n62_a_ted_talk_11_10->n62_a_ted_talk_11_13 n62_a_ted_talk_11_15 NP-PRD n62_a_ted_talk_11_10->n62_a_ted_talk_11_15 n62_a_ted_talk_11_11->n62_a_ted_talk_11_12 n62_a_ted_talk_11_13->n62_a_ted_talk_11_14 n62_a_ted_talk_11_16 NUM n62_a_ted_talk_11_15->n62_a_ted_talk_11_16 n62_a_ted_talk_11_18 PP n62_a_ted_talk_11_15->n62_a_ted_talk_11_18 n62_a_ted_talk_11_16->n62_a_ted_talk_11_17 n62_a_ted_talk_11_19 P-ROLE n62_a_ted_talk_11_18->n62_a_ted_talk_11_19 n62_a_ted_talk_11_21 NP n62_a_ted_talk_11_18->n62_a_ted_talk_11_21 n62_a_ted_talk_11_19->n62_a_ted_talk_11_20 n62_a_ted_talk_11_22 D n62_a_ted_talk_11_21->n62_a_ted_talk_11_22 n62_a_ted_talk_11_24 N n62_a_ted_talk_11_21->n62_a_ted_talk_11_24 n62_a_ted_talk_11_26 NS n62_a_ted_talk_11_21->n62_a_ted_talk_11_26 n62_a_ted_talk_11_22->n62_a_ted_talk_11_23 n62_a_ted_talk_11_24->n62_a_ted_talk_11_25 n62_a_ted_talk_11_26->n62_a_ted_talk_11_27 n62_a_ted_talk_11_28->n62_a_ted_talk_11_29 
( (IP-MAT (NP-SBJ (PRO We;{we}))
          (VBD;_Tnt_ considered;{consider})
          (NP-DOB1;{JOSEPH_ROLE} (D;_nphd_ this;{this}))
          (IP-INF-OB1 (TO to;{to})
                      (BE;_Ln_ be;{be})
                      (NP-PRD (NUM one;{one})
                              (PP (P-ROLE of;{of})
                                  (NP (D the;{the})
                                      (N lead;{lead})
                                      (NS parts;{part})))))
          (PUNC .))
  (ID 62_a_ted_talk_11))