98_a_wilde_1_1888
“I hope my dress will be ready in time for the State-ball,” she answered;
arc(utterance_98_a_wilde_1_1888_4, r_0098_0003__hope, part1).
arc(r_0098_0003__hope, r_0098_0006__will, arg1).
arc(r_0098_0003__hope, r_0098_0016__she, arg0).
arc(r_0098_0005__dress, r_0098_0016__she, gen).
arc(r_0098_0006__will, r_0098_0007__be, scope).
arc(r_0098_0007__be, r_0098_0005__dress, arg0).
arc(r_0098_0007__be, r_0098_0008__ready, prd).
arc(r_0098_0008__ready, r_0098_0010__time, r_0098_0009__in).
arc(r_0098_0010__time, r_0098_0012__the_r_0098_0013__State__hyphen__ball, r_0098_0011__for).
arc(r_0098_0017__answered, utterance_98_a_wilde_1_1888_4, arg1).
arc(r_0098_0017__answered, r_0098_0016__she, arg0).
fof(formula,axiom,
? [R_98_17_ANSWERED,UTTERANCE_98_A_WILDE_1_1888_4,R_98_3_HOPE,R_98_6_WILL_BE,R_98_5_DRESS,R_98_16_SHE,R_98_8_READY,R_98_10_TIME,R_98_12_THE_STATE_HYPHEN_BALL] :
( she(R_98_16_SHE)
& the_State_hyphen_ball(R_98_12_THE_STATE_HYPHEN_BALL)
& answered(R_98_17_ANSWERED,R_98_16_SHE,UTTERANCE_98_A_WILDE_1_1888_4)
& utterance_98_a_wilde_1_1888_4(UTTERANCE_98_A_WILDE_1_1888_4)
& part1(UTTERANCE_98_A_WILDE_1_1888_4,R_98_3_HOPE)
& hope(R_98_3_HOPE,R_98_16_SHE,R_98_6_WILL_BE)
& will_be(R_98_6_WILL_BE,R_98_5_DRESS,R_98_8_READY)
& dress(R_98_5_DRESS)
& gen(R_98_5_DRESS,R_98_16_SHE)
& ready(R_98_8_READY)
& in(R_98_8_READY,R_98_10_TIME)
& time(R_98_10_TIME)
& for(R_98_10_TIME,R_98_12_THE_STATE_HYPHEN_BALL) ) ).
( (IP-MAT (PULQ <ldquo>)
(utterance-OB1 (IP-MAT (NP-SBJ;{PRINCESS} (PRO I;{I}))
(VBP;_Tf_ hope;{hope})
(CP-THT-OB1 (IP-SUB (NP-SBJ;{DRESS} (NP-GEN;{PRINCESS} (PRO;_genm_ my;{my}))
(N dress;{dress}))
(MD;_cat_Vi_ will;{will})
(IP-INF-CAT (BE;_La_ be;{be})
(ADJP-PRD (ADJ ready;{ready})
(PP (P-ROLE in;{in})
(NP (N time;{time})
(PP (P-ROLE for;{for})
(NP (D the;{the})
(N State_<hyphen>_ball;{state_ball})))))))))))
(PUNC ,)
(PURQ <rdquo>)
(NP-SBJ;{PRINCESS} (PRO she;{she}))
(VBD;_Tr_ answered;{answer})
(PUNC ;))
(ID 98_a_wilde_1_1888))