65_a_lob_a01
And they are unimpressed by the Germans' claim that they can not pay more than <pound> 357 million without upsetting their own economy.
arc(r_0065_0001__And_r_0065_0003__are, r_0065_0004__unimpressed, scope).
arc(r_0065_0004__unimpressed, r_0065_0002__they, arg1).
arc(r_0065_0004__unimpressed, r_0065_0009__claim, arg0).
arc(r_0065_0009__claim, r_0065_0006__the_r_0065_0007__Germans_r_0065_0008___apos_, gen).
arc(r_0065_0009__claim, r_0065_0013__not, emb26).
arc(r_0065_0010__that_r_0065_0012__can, r_0065_0014__pay, scope).
arc(r_0065_0013__not, r_0065_0010__that_r_0065_0012__can, keep_scope).
arc(r_0065_0014__pay, r_0065_0006__the_r_0065_0007__Germans_r_0065_0008___apos_, arg0).
arc(r_0065_0014__pay, r_0065_0021__upsetting, r_0065_0020__without_nim56).
arc(r_0065_0014__pay, z_000_65_a_lob_a01_39, arg1).
arc(r_0065_0015__more, r_0065_0017___pound__r_0065_0018__357_r_0065_0019__million, r_0065_0016__than).
arc(r_0065_0021__upsetting, r_0065_0024__economy, arg1).
arc(r_0065_0021__upsetting, z_000_65_a_lob_a01_56, arg0).
arc(r_0065_0024__economy, z_000_65_a_lob_a01_60, gen).
arc(z_000_65_a_lob_a01_39, r_0065_0015__more, attrib40).
arc(z_000_65_a_lob_a01_60, r_0065_0006__the_r_0065_0007__Germans_r_0065_0008___apos_, gen).
arc(z_000_65_a_lob_a01_60, r_0065_0023__own, attrib64).
fof(formula,axiom,
? [R_65_1_AND_ARE_UNIMPRESSED,R_65_9_CLAIM,R_65_6_THE_GERMANS_APOS_,R_65_2_THEY] :
( the_Germans_apos_(R_65_6_THE_GERMANS_APOS_)
& they(R_65_2_THEY)
& and_are_unimpressed(R_65_1_AND_ARE_UNIMPRESSED,R_65_9_CLAIM,R_65_2_THEY)
& claim(R_65_9_CLAIM)
& emb26(R_65_9_CLAIM,R_65_13_NOT)
& ~ ? [R_65_10_THAT_CAN_PAY,Z_65_A_LOB_A01_39,R_65_15_MORE,R_65_17__POUND_357_MILLION,R_65_21_UPSETTING,Z_65_A_LOB_A01_56,R_65_24_ECONOMY,Z_65_A_LOB_A01_60,R_65_23_OWN] :
( _pound_357_million(R_65_17__POUND_357_MILLION)
& own(R_65_23_OWN)
& that_can_pay(R_65_10_THAT_CAN_PAY,R_65_6_THE_GERMANS_APOS_,Z_65_A_LOB_A01_39)
& z_65_a_lob_a01_39(Z_65_A_LOB_A01_39)
& attrib40(Z_65_A_LOB_A01_39,R_65_15_MORE)
& more(R_65_15_MORE)
& than(R_65_15_MORE,R_65_17__POUND_357_MILLION)
& without_nim56(R_65_10_THAT_CAN_PAY,R_65_21_UPSETTING)
& upsetting(R_65_21_UPSETTING,Z_65_A_LOB_A01_56,R_65_24_ECONOMY)
& economy(R_65_24_ECONOMY)
& gen(R_65_24_ECONOMY,Z_65_A_LOB_A01_60)
& z_65_a_lob_a01_60(Z_65_A_LOB_A01_60)
& attrib64(Z_65_A_LOB_A01_60,R_65_23_OWN)
& gen(Z_65_A_LOB_A01_60,R_65_6_THE_GERMANS_APOS_) )
& gen(R_65_9_CLAIM,R_65_6_THE_GERMANS_APOS_) ) ).
( (IP-MAT (CONJ;_cl_ And;{and})
(NP-SBJ;{OFFICIALS} (PRO they;{they}))
(BEP;_cat_VePASS_ are;{be})
(IP-PPL-CAT (VVN;_Tn_ unimpressed;{unimpress})
(PP-LGS (P-ROLE;_lgs_ by;{by})
(NP (NP-GEN;{GERMANS} (D the;{the})
(NS Germans;{german})
(GENM <apos>))
(N claim;{claim})
(CP-THT (IP-SUB (C that;{that})
(NP-SBJ;{GERMANS} (PRO they;{they}))
(MD;_cat_Vi_ can;{can})
(NEG not;{not})
(IP-INF-CAT (VB;_Tn_ pay;{pay})
(NP-OB1 (ADJP (ADJR more;{more})
(PP (P-ROLE than;{than})
(NP (N <pound>)
(NUM 357)
(N million;{million})))))
(PP-NIM (P-ROLE without;{without})
(IP-PPL (VAG;_Tn_ upsetting;{upset})
(NP-OB1 (NP-GEN (NP-GEN;{GERMANS} (PRO;_genm_ their;{their}))
(ADJP (ADJ own;{own})))
(N economy;{economy}))))))))))
(PUNC .))
(ID 65_a_lob_a01))