198_a_ted_talk_11
Because you are, aren't you?

%3 r_0198_0001__Because Because r_0198_0003__are are r_0198_0001__Because->r_0198_0003__are [restriction] z_000_198_a_ted_talk_11_1 r_0198_0001__Because->z_000_198_a_ted_talk_11_1 [scope] r_0198_0002__you you r_0198_0003__are->r_0198_0002__you [arg0] r_0198_1001____star__ * r_0198_0003__are->r_0198_1001____star__ [prd]
arc(r_0198_0001__Because, r_0198_0003__are, restriction).
arc(r_0198_0001__Because, z_000_198_a_ted_talk_11_1, scope).
arc(r_0198_0003__are, r_0198_0002__you, arg0).
arc(r_0198_0003__are, r_0198_1001____star__, prd).



%3 r_0198_0003__are are r_0198_1001____star__ * r_0198_0003__are->r_0198_1001____star__ [prd] r_0198_0002__you you r_0198_0003__are->r_0198_0002__you [arg0] r_0198_0001__Because Because r_0198_0001__Because->r_0198_0003__are [conj1] z_000_198_a_ted_talk_11_1 r_0198_0001__Because->z_000_198_a_ted_talk_11_1 [conj2]
fof(formula,axiom,
    ? [R_0198_0002__YOU,R_0198_1001____STAR__,R_0198_0003__ARE,Z_000_198_A_TED_TALK_11_1,R_0198_0001__BECAUSE] :
      ( r_0198_0002__you(R_0198_0002__YOU)
      & r_0198_1001____star__(R_0198_1001____STAR__)
      & z_000_198_a_ted_talk_11_1(Z_000_198_A_TED_TALK_11_1)
      & r_0198_0001__Because(R_0198_0001__BECAUSE)
      & has_conj2(R_0198_0001__BECAUSE,Z_000_198_A_TED_TALK_11_1)
      & has_conj1(R_0198_0001__BECAUSE,R_0198_0003__ARE)
      & r_0198_0003__are(R_0198_0003__ARE)
      & has_prd(R_0198_0003__ARE,R_0198_1001____STAR__)
      & has_arg0(R_0198_0003__ARE,R_0198_0002__YOU) ) ).



n198_a_ted_talk_11 n198_a_ted_talk_11__1_1_1_1 Because n198_a_ted_talk_11__1_1_2_1_1_1 you n198_a_ted_talk_11__1_1_2_2_1 are n198_a_ted_talk_11__1_1_2_3_1_1 _*_ n198_a_ted_talk_11__1_2_1 , n198_a_ted_talk_11__1_3_1_1_1 are n198_a_ted_talk_11__1_3_1_2_1 n't n198_a_ted_talk_11__1_3_1_3_1_1 you n198_a_ted_talk_11__1_4_1 ? n198_a_ted_talk_11__1 FRAG n198_a_ted_talk_11__1_1 PP-SCON n198_a_ted_talk_11__1->n198_a_ted_talk_11__1_1 n198_a_ted_talk_11__1_2 PUNC n198_a_ted_talk_11__1->n198_a_ted_talk_11__1_2 n198_a_ted_talk_11__1_3 CP-QUE-TAG n198_a_ted_talk_11__1->n198_a_ted_talk_11__1_3 n198_a_ted_talk_11__1_4 PUNC n198_a_ted_talk_11__1->n198_a_ted_talk_11__1_4 n198_a_ted_talk_11__1_1_1 P-CONN n198_a_ted_talk_11__1_1->n198_a_ted_talk_11__1_1_1 n198_a_ted_talk_11__1_1_2 IP-ADV n198_a_ted_talk_11__1_1->n198_a_ted_talk_11__1_1_2 n198_a_ted_talk_11__1_1_1->n198_a_ted_talk_11__1_1_1_1 n198_a_ted_talk_11__1_1_2_1 NP-SBJ n198_a_ted_talk_11__1_1_2->n198_a_ted_talk_11__1_1_2_1 n198_a_ted_talk_11__1_1_2_2 BEP;_La_ n198_a_ted_talk_11__1_1_2->n198_a_ted_talk_11__1_1_2_2 n198_a_ted_talk_11__1_1_2_3 ADJP-PRD n198_a_ted_talk_11__1_1_2->n198_a_ted_talk_11__1_1_2_3 n198_a_ted_talk_11__1_1_2_1_1 PRO n198_a_ted_talk_11__1_1_2_1->n198_a_ted_talk_11__1_1_2_1_1 n198_a_ted_talk_11__1_1_2_1_1->n198_a_ted_talk_11__1_1_2_1_1_1 n198_a_ted_talk_11__1_1_2_2->n198_a_ted_talk_11__1_1_2_2_1 n198_a_ted_talk_11__1_1_2_3_1 ADJ n198_a_ted_talk_11__1_1_2_3->n198_a_ted_talk_11__1_1_2_3_1 n198_a_ted_talk_11__1_1_2_3_1->n198_a_ted_talk_11__1_1_2_3_1_1 n198_a_ted_talk_11__1_2->n198_a_ted_talk_11__1_2_1 n198_a_ted_talk_11__1_3_1 IP-SUB n198_a_ted_talk_11__1_3->n198_a_ted_talk_11__1_3_1 n198_a_ted_talk_11__1_3_1_1 BEP;_La_ n198_a_ted_talk_11__1_3_1->n198_a_ted_talk_11__1_3_1_1 n198_a_ted_talk_11__1_3_1_2 NEG;_clitic_ n198_a_ted_talk_11__1_3_1->n198_a_ted_talk_11__1_3_1_2 n198_a_ted_talk_11__1_3_1_3 NP-SBJ n198_a_ted_talk_11__1_3_1->n198_a_ted_talk_11__1_3_1_3 n198_a_ted_talk_11__1_3_1_1->n198_a_ted_talk_11__1_3_1_1_1 n198_a_ted_talk_11__1_3_1_2->n198_a_ted_talk_11__1_3_1_2_1 n198_a_ted_talk_11__1_3_1_3_1 PRO n198_a_ted_talk_11__1_3_1_3->n198_a_ted_talk_11__1_3_1_3_1 n198_a_ted_talk_11__1_3_1_3_1->n198_a_ted_talk_11__1_3_1_3_1_1 n198_a_ted_talk_11__1_4->n198_a_ted_talk_11__1_4_1
( (FRAG (PP-SCON (P-CONN Because;{because})
                 (IP-ADV (NP-SBJ (PRO you;{you}))
                         (BEP;_La_ are;{be})
                         (ADJP-PRD (ADJ _*_))))
        (PUNC ,)
        (CP-QUE-TAG (IP-SUB (BEP;_La_ are;{be})
                            (NEG;_clitic_ n<apos>t;{not})
                            (NP-SBJ (PRO you;{you}))))
        (PUNC ?))
  (ID 198_a_ted_talk_11))