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127_a_ted_talk_11
And in pretty much every system too, there's a hierarchy within the arts.

%3 r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s And there 's r_0127_0006__system system r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s->r_0127_0006__system in [nim] r_0127_0011__a_r_0127_0012__hierarchy a hierarchy r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s->r_0127_0011__a_r_0127_0012__hierarchy [arg0] r_0127_0004__much much r_0127_0006__system->r_0127_0004__much [attrib] r_0127_0007__too too r_0127_0006__system->r_0127_0007__too [qual] r_0127_0014__the_r_0127_0015__arts the arts r_0127_0011__a_r_0127_0012__hierarchy->r_0127_0014__the_r_0127_0015__arts within r_0127_0003__pretty pretty r_0127_0004__much->r_0127_0003__pretty [qual] r_0127_0005__every_quant every [quant] r_0127_0005__every_quant->r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s [scope] r_0127_0005__every_quant->r_0127_0006__system [restriction] 
arc(r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s, r_0127_0006__system, r_0127_0002__in_nim7).
arc(r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s, r_0127_0011__a_r_0127_0012__hierarchy, arg0).
arc(r_0127_0004__much, r_0127_0003__pretty, qual9).
arc(r_0127_0005__every_quant, r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s, scope).
arc(r_0127_0005__every_quant, r_0127_0006__system, restriction).
arc(r_0127_0006__system, r_0127_0004__much, attrib8).
arc(r_0127_0006__system, r_0127_0007__too, qual18).
arc(r_0127_0011__a_r_0127_0012__hierarchy, r_0127_0014__the_r_0127_0015__arts, r_0127_0013__within).


%3 r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s And there 's r_0127_0006__system system r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s->r_0127_0006__system in [nim] r_0127_0011__a_r_0127_0012__hierarchy a hierarchy r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s->r_0127_0011__a_r_0127_0012__hierarchy [arg0] r_0127_0004__much much r_0127_0006__system->r_0127_0004__much [attrib] r_0127_0007__too too r_0127_0006__system->r_0127_0007__too [qual] r_0127_0014__the_r_0127_0015__arts the arts r_0127_0011__a_r_0127_0012__hierarchy->r_0127_0014__the_r_0127_0015__arts within r_0127_0003__pretty pretty r_0127_0004__much->r_0127_0003__pretty [qual] r_0127_0005__every_quant every [quant] r_0127_0005__every_quant->r_0127_0001__And_r_0127_0009__there_r_0127_0010___apos_s [scope] r_0127_0005__every_quant->r_0127_0006__system [restriction] 
fof(formula,axiom,
    ! [R_127_6_SYSTEM,R_127_4_MUCH,R_127_3_PRETTY,R_127_7_TOO] :
      ( ( pretty(R_127_3_PRETTY)
        & too(R_127_7_TOO)
        & system(R_127_6_SYSTEM)
        & attrib8(R_127_6_SYSTEM,R_127_4_MUCH)
        & much(R_127_4_MUCH)
        & qual9(R_127_4_MUCH,R_127_3_PRETTY)
        & qual18(R_127_6_SYSTEM,R_127_7_TOO) )
     => ? [R_127_1_AND_THERE_APOS_S,R_127_11_A_HIERARCHY,R_127_14_THE_ARTS] :
          ( the_arts(R_127_14_THE_ARTS)
          & and_there_apos_s(R_127_1_AND_THERE_APOS_S,R_127_11_A_HIERARCHY)
          & a_hierarchy(R_127_11_A_HIERARCHY)
          & within(R_127_11_A_HIERARCHY,R_127_14_THE_ARTS)
          & in_nim7(R_127_1_AND_THERE_APOS_S,R_127_6_SYSTEM) ) ) ).


n127_a_ted_talk_11 n127_a_ted_talk_11_3 And n127_a_ted_talk_11_6 in n127_a_ted_talk_11_11 pretty n127_a_ted_talk_11_13 much n127_a_ted_talk_11_15 every n127_a_ted_talk_11_17 system n127_a_ted_talk_11_20 too n127_a_ted_talk_11_22 , n127_a_ted_talk_11_24 there n127_a_ted_talk_11_26 's n127_a_ted_talk_11_29 a n127_a_ted_talk_11_31 hierarchy n127_a_ted_talk_11_34 within n127_a_ted_talk_11_37 the n127_a_ted_talk_11_39 arts n127_a_ted_talk_11_41 . n127_a_ted_talk_11_1 IP-MAT n127_a_ted_talk_11_2 CONJ;_cl_ n127_a_ted_talk_11_1->n127_a_ted_talk_11_2 n127_a_ted_talk_11_4 PP-NIM n127_a_ted_talk_11_1->n127_a_ted_talk_11_4 n127_a_ted_talk_11_21 PUNC n127_a_ted_talk_11_1->n127_a_ted_talk_11_21 n127_a_ted_talk_11_23 EX n127_a_ted_talk_11_1->n127_a_ted_talk_11_23 n127_a_ted_talk_11_25 BEP;_ex_V_ n127_a_ted_talk_11_1->n127_a_ted_talk_11_25 n127_a_ted_talk_11_27 NP-ESBJ n127_a_ted_talk_11_1->n127_a_ted_talk_11_27 n127_a_ted_talk_11_40 PUNC n127_a_ted_talk_11_1->n127_a_ted_talk_11_40 n127_a_ted_talk_11_2->n127_a_ted_talk_11_3 n127_a_ted_talk_11_5 P-ROLE n127_a_ted_talk_11_4->n127_a_ted_talk_11_5 n127_a_ted_talk_11_7 NP n127_a_ted_talk_11_4->n127_a_ted_talk_11_7 n127_a_ted_talk_11_5->n127_a_ted_talk_11_6 n127_a_ted_talk_11_8 ADJP n127_a_ted_talk_11_7->n127_a_ted_talk_11_8 n127_a_ted_talk_11_14 Q n127_a_ted_talk_11_7->n127_a_ted_talk_11_14 n127_a_ted_talk_11_16 N n127_a_ted_talk_11_7->n127_a_ted_talk_11_16 n127_a_ted_talk_11_18 ADVP n127_a_ted_talk_11_7->n127_a_ted_talk_11_18 n127_a_ted_talk_11_9 ADVP n127_a_ted_talk_11_8->n127_a_ted_talk_11_9 n127_a_ted_talk_11_12 ADJ n127_a_ted_talk_11_8->n127_a_ted_talk_11_12 n127_a_ted_talk_11_10 ADV n127_a_ted_talk_11_9->n127_a_ted_talk_11_10 n127_a_ted_talk_11_10->n127_a_ted_talk_11_11 n127_a_ted_talk_11_12->n127_a_ted_talk_11_13 n127_a_ted_talk_11_14->n127_a_ted_talk_11_15 n127_a_ted_talk_11_16->n127_a_ted_talk_11_17 n127_a_ted_talk_11_19 ADV n127_a_ted_talk_11_18->n127_a_ted_talk_11_19 n127_a_ted_talk_11_19->n127_a_ted_talk_11_20 n127_a_ted_talk_11_21->n127_a_ted_talk_11_22 n127_a_ted_talk_11_23->n127_a_ted_talk_11_24 n127_a_ted_talk_11_25->n127_a_ted_talk_11_26 n127_a_ted_talk_11_28 D n127_a_ted_talk_11_27->n127_a_ted_talk_11_28 n127_a_ted_talk_11_30 N n127_a_ted_talk_11_27->n127_a_ted_talk_11_30 n127_a_ted_talk_11_32 PP n127_a_ted_talk_11_27->n127_a_ted_talk_11_32 n127_a_ted_talk_11_28->n127_a_ted_talk_11_29 n127_a_ted_talk_11_30->n127_a_ted_talk_11_31 n127_a_ted_talk_11_33 P-ROLE n127_a_ted_talk_11_32->n127_a_ted_talk_11_33 n127_a_ted_talk_11_35 NP n127_a_ted_talk_11_32->n127_a_ted_talk_11_35 n127_a_ted_talk_11_33->n127_a_ted_talk_11_34 n127_a_ted_talk_11_36 D n127_a_ted_talk_11_35->n127_a_ted_talk_11_36 n127_a_ted_talk_11_38 NS n127_a_ted_talk_11_35->n127_a_ted_talk_11_38 n127_a_ted_talk_11_36->n127_a_ted_talk_11_37 n127_a_ted_talk_11_38->n127_a_ted_talk_11_39 n127_a_ted_talk_11_40->n127_a_ted_talk_11_41 
( (IP-MAT (CONJ;_cl_ And;{and})
          (PP-NIM (P-ROLE in;{in})
                  (NP (ADJP (ADVP (ADV pretty;{pretty}))
                            (ADJ much;{much}))
                      (Q every;{every})
                      (N system;{system})
                      (ADVP (ADV too;{too}))))
          (PUNC ,)
          (EX there;{there})
          (BEP;_ex_V_ <apos>s;{be})
          (NP-ESBJ (D a;{a})
                   (N hierarchy;{hierarchy})
                   (PP (P-ROLE within;{within})
                       (NP (D the;{the})
                           (NS arts;{art}))))
          (PUNC .))
  (ID 127_a_ted_talk_11))