9_a_queen_broadcast
The pride in who we are is not a part of our past, it defines our present and our future.
arc(r_0009_0001__The_r_0009_0002__pride, r_0009_0006__are, r_0009_0003__in).
arc(r_0009_0006__are, r_0009_0004__who, prd).
arc(r_0009_0006__are, r_0009_0005__we, arg0).
arc(r_0009_0007__is, r_0009_0001__The_r_0009_0002__pride, arg0).
arc(r_0009_0007__is, r_0009_0009__a_r_0009_0010__part, prd).
arc(r_0009_0008__not, r_0009_0007__is, keep_scope).
arc(r_0009_0009__a_r_0009_0010__part, r_0009_0013__past, r_0009_0011__of).
arc(r_0009_0013__past, r_0009_0005__we, gen).
arc(r_0009_0016__defines, r_0009_0001__The_r_0009_0002__pride, arg0).
arc(r_0009_0016__defines, r_0009_0019__and, arg1).
arc(r_0009_0018__present, r_0009_0005__we, gen).
arc(r_0009_0019__and, r_0009_0018__present, conj1).
arc(r_0009_0019__and, r_0009_0021__future, conj2).
arc(r_0009_0021__future, r_0009_0005__we, gen).
arc(z_000_9_a_queen_broadcast_2, r_0009_0008__not, conj1).
arc(z_000_9_a_queen_broadcast_2, r_0009_0016__defines, conj2).
fof(formula,axiom,
? [Z_9_A_QUEEN_BROADCAST_2,R_9_16_DEFINES,R_9_1_THE_PRIDE,R_9_6_ARE,R_9_4_WHO,R_9_19_AND,R_9_18_PRESENT,R_9_21_FUTURE,R_9_5_WE] :
( who(R_9_4_WHO)
& we(R_9_5_WE)
& z_9_a_queen_broadcast_2(Z_9_A_QUEEN_BROADCAST_2)
& conj1(Z_9_A_QUEEN_BROADCAST_2,R_9_8_NOT)
& ~ ? [R_9_7_IS,R_9_9_A_PART,R_9_13_PAST] :
( is(R_9_7_IS,R_9_1_THE_PRIDE,R_9_9_A_PART)
& a_part(R_9_9_A_PART)
& of(R_9_9_A_PART,R_9_13_PAST)
& past(R_9_13_PAST)
& gen(R_9_13_PAST,R_9_5_WE) )
& conj2(Z_9_A_QUEEN_BROADCAST_2,R_9_16_DEFINES)
& defines(R_9_16_DEFINES,R_9_1_THE_PRIDE,R_9_19_AND)
& the_pride(R_9_1_THE_PRIDE)
& in(R_9_1_THE_PRIDE,R_9_6_ARE)
& are(R_9_6_ARE,R_9_5_WE,R_9_4_WHO)
& and(R_9_19_AND)
& conj1(R_9_19_AND,R_9_18_PRESENT)
& present(R_9_18_PRESENT)
& gen(R_9_18_PRESENT,R_9_5_WE)
& conj2(R_9_19_AND,R_9_21_FUTURE)
& future(R_9_21_FUTURE)
& gen(R_9_21_FUTURE,R_9_5_WE) ) ).
( (IP-MAT (ILYR (ILYR (NP-SBJ;{PRIDE} (D The;{the})
(N pride;{pride})
(PP (P-ROLE in;{in})
(CP-QUE (IP-SUB (NP-PRD (WPRO who;{who}))
(NP-SBJ (PRO we;{we}))
(BEP;_Ln_ are;{be})))))
(BEP;_Ln_ is;{be})
(NEG not;{not})
(NP-PRD (D a;{a})
(N part;{part})
(PP (P-ROLE of;{of})
(NP (NP-GEN (PRO;_genm_ our;{our}))
(N past;{past})))))
(PUNC ,)
(CONJP (ILYR (NP-SBJ;{PRIDE} (PRO it;{it}))
(VBP;_Tn_ defines;{define})
(NP-OB1 (NLYR (NLYR (NP-GEN (PRO;_genm_ our;{our}))
(N present;{present}))
(CONJP (CONJ and;{and})
(NLYR (NP-GEN (PRO;_genm_ our;{our}))
(N future;{future}))))))))
(PUNC .))
(ID 9_a_queen_broadcast))