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27_a_hedgehog
I am told that in the western isles, there are no hedgehogs at all.

%3 r_0027_0002__am am r_0027_0003__told told r_0027_0002__am->r_0027_0003__told [scope] r_0027_0001__I I r_0027_0003__told->r_0027_0001__I [arg2] r_0027_0012__no_quant no [quant] r_0027_0003__told->r_0027_0012__no_quant [arg1] z_000_27_a_hedgehog_8 r_0027_0003__told->z_000_27_a_hedgehog_8 [arg0] r_0027_0004__that_r_0027_0010__there_r_0027_0011__are that there are r_0027_0012__no_quant->r_0027_0004__that_r_0027_0010__there_r_0027_0011__are [scope] r_0027_0013__hedgehogs hedgehogs r_0027_0012__no_quant->r_0027_0013__hedgehogs [restriction] r_0027_0006__the_r_0027_0008__isles the isles r_0027_0004__that_r_0027_0010__there_r_0027_0011__are->r_0027_0006__the_r_0027_0008__isles in [nim] r_0027_0004__that_r_0027_0010__there_r_0027_0011__are->r_0027_0013__hedgehogs [arg0] r_0027_0014__at_all at all r_0027_0004__that_r_0027_0010__there_r_0027_0011__are->r_0027_0014__at_all [nim] r_0027_0007__western western r_0027_0006__the_r_0027_0008__isles->r_0027_0007__western [attrib] 
arc(r_0027_0002__am, r_0027_0003__told, scope).
arc(r_0027_0003__told, r_0027_0001__I, arg2).
arc(r_0027_0003__told, r_0027_0012__no_quant, arg1).
arc(r_0027_0003__told, z_000_27_a_hedgehog_8, arg0).
arc(r_0027_0004__that_r_0027_0010__there_r_0027_0011__are, r_0027_0006__the_r_0027_0008__isles, r_0027_0005__in_nim19).
arc(r_0027_0004__that_r_0027_0010__there_r_0027_0011__are, r_0027_0013__hedgehogs, arg0).
arc(r_0027_0004__that_r_0027_0010__there_r_0027_0011__are, r_0027_0014__at_all, nim38).
arc(r_0027_0006__the_r_0027_0008__isles, r_0027_0007__western, attrib22).
arc(r_0027_0012__no_quant, r_0027_0004__that_r_0027_0010__there_r_0027_0011__are, scope).
arc(r_0027_0012__no_quant, r_0027_0013__hedgehogs, restriction).


%3 r_0027_0012__no_quant no [quant] r_0027_0013__hedgehogs hedgehogs r_0027_0012__no_quant->r_0027_0013__hedgehogs [restriction] r_0027_0004__that_r_0027_0010__there_r_0027_0011__are that there are r_0027_0012__no_quant->r_0027_0004__that_r_0027_0010__there_r_0027_0011__are [scope] r_0027_0004__that_r_0027_0010__there_r_0027_0011__are->r_0027_0013__hedgehogs [arg0] r_0027_0006__the_r_0027_0008__isles the isles r_0027_0004__that_r_0027_0010__there_r_0027_0011__are->r_0027_0006__the_r_0027_0008__isles in [nim] r_0027_0014__at_all at all r_0027_0004__that_r_0027_0010__there_r_0027_0011__are->r_0027_0014__at_all [nim] r_0027_0007__western western r_0027_0006__the_r_0027_0008__isles->r_0027_0007__western [attrib] r_0027_0002__am_r_0027_0003__told am told r_0027_0002__am_r_0027_0003__told->r_0027_0012__no_quant [arg1] z_000_27_a_hedgehog_8 r_0027_0002__am_r_0027_0003__told->z_000_27_a_hedgehog_8 [arg0] r_0027_0001__I I r_0027_0002__am_r_0027_0003__told->r_0027_0001__I [arg2] 
fof(formula,axiom,
    ? [R_27_2_AM_TOLD,Z_27_A_HEDGEHOG_8,R_27_1_I] :
      ( i(R_27_1_I)
      & ! [R_27_13_HEDGEHOGS] :
          ( hedgehogs(R_27_13_HEDGEHOGS)
         => ? [R_27_4_THAT_THERE_ARE,R_27_14_AT_ALL,R_27_6_THE_ISLES,R_27_7_WESTERN] :
              ( at_all(R_27_14_AT_ALL)
              & western(R_27_7_WESTERN)
              & that_there_are(R_27_4_THAT_THERE_ARE,R_27_13_HEDGEHOGS)
              & nim38(R_27_4_THAT_THERE_ARE,R_27_14_AT_ALL)
              & in_nim19(R_27_4_THAT_THERE_ARE,R_27_6_THE_ISLES)
              & the_isles(R_27_6_THE_ISLES)
              & attrib22(R_27_6_THE_ISLES,R_27_7_WESTERN) ) )
      & arg1(ARG1)
      & am_told(R_27_2_AM_TOLD,Z_27_A_HEDGEHOG_8)
      & arg2(R_27_2_AM_TOLD,R_27_1_I) ) ).


n27_a_hedgehog n27_a_hedgehog__1_1_1_1 I n27_a_hedgehog__1_2_1 am n27_a_hedgehog__1_3_1_1 * n27_a_hedgehog__1_3_2_1 told n27_a_hedgehog__1_3_3_1_1_1 that n27_a_hedgehog__1_3_3_1_2_1_1 in n27_a_hedgehog__1_3_3_1_2_2_1_1 the n27_a_hedgehog__1_3_3_1_2_2_2_1_1 western n27_a_hedgehog__1_3_3_1_2_2_3_1 isles n27_a_hedgehog__1_3_3_1_3_1 , n27_a_hedgehog__1_3_3_1_4_1 there n27_a_hedgehog__1_3_3_1_5_1 are n27_a_hedgehog__1_3_3_1_6_1_1 no n27_a_hedgehog__1_3_3_1_6_2_1 hedgehogs n27_a_hedgehog__1_3_3_1_7_1_1 at_all n27_a_hedgehog__1_4_1 . n27_a_hedgehog__1 IP-MAT n27_a_hedgehog__1_1 NP-SBJ n27_a_hedgehog__1->n27_a_hedgehog__1_1 n27_a_hedgehog__1_2 BEP;_cat_VePASS_ n27_a_hedgehog__1->n27_a_hedgehog__1_2 n27_a_hedgehog__1_3 IP-PPL-CAT n27_a_hedgehog__1->n27_a_hedgehog__1_3 n27_a_hedgehog__1_4 PUNC n27_a_hedgehog__1->n27_a_hedgehog__1_4 n27_a_hedgehog__1_1_1 PRO n27_a_hedgehog__1_1->n27_a_hedgehog__1_1_1 n27_a_hedgehog__1_1_1->n27_a_hedgehog__1_1_1_1 n27_a_hedgehog__1_2->n27_a_hedgehog__1_2_1 n27_a_hedgehog__1_3_1 NP-LGS n27_a_hedgehog__1_3->n27_a_hedgehog__1_3_1 n27_a_hedgehog__1_3_2 VVN;_Dn.f_ n27_a_hedgehog__1_3->n27_a_hedgehog__1_3_2 n27_a_hedgehog__1_3_3 CP-THT-OB1 n27_a_hedgehog__1_3->n27_a_hedgehog__1_3_3 n27_a_hedgehog__1_3_1->n27_a_hedgehog__1_3_1_1 n27_a_hedgehog__1_3_2->n27_a_hedgehog__1_3_2_1 n27_a_hedgehog__1_3_3_1 IP-SUB n27_a_hedgehog__1_3_3->n27_a_hedgehog__1_3_3_1 n27_a_hedgehog__1_3_3_1_1 C n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_1 n27_a_hedgehog__1_3_3_1_2 PP-NIM n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_2 n27_a_hedgehog__1_3_3_1_3 PUNC n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_3 n27_a_hedgehog__1_3_3_1_4 EX n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_4 n27_a_hedgehog__1_3_3_1_5 BEP;_ex_V_ n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_5 n27_a_hedgehog__1_3_3_1_6 NP-ESBJ n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_6 n27_a_hedgehog__1_3_3_1_7 ADVP-NIM n27_a_hedgehog__1_3_3_1->n27_a_hedgehog__1_3_3_1_7 n27_a_hedgehog__1_3_3_1_1->n27_a_hedgehog__1_3_3_1_1_1 n27_a_hedgehog__1_3_3_1_2_1 P-ROLE n27_a_hedgehog__1_3_3_1_2->n27_a_hedgehog__1_3_3_1_2_1 n27_a_hedgehog__1_3_3_1_2_2 NP n27_a_hedgehog__1_3_3_1_2->n27_a_hedgehog__1_3_3_1_2_2 n27_a_hedgehog__1_3_3_1_2_1->n27_a_hedgehog__1_3_3_1_2_1_1 n27_a_hedgehog__1_3_3_1_2_2_1 D n27_a_hedgehog__1_3_3_1_2_2->n27_a_hedgehog__1_3_3_1_2_2_1 n27_a_hedgehog__1_3_3_1_2_2_2 ADJP n27_a_hedgehog__1_3_3_1_2_2->n27_a_hedgehog__1_3_3_1_2_2_2 n27_a_hedgehog__1_3_3_1_2_2_3 NS n27_a_hedgehog__1_3_3_1_2_2->n27_a_hedgehog__1_3_3_1_2_2_3 n27_a_hedgehog__1_3_3_1_2_2_1->n27_a_hedgehog__1_3_3_1_2_2_1_1 n27_a_hedgehog__1_3_3_1_2_2_2_1 ADJ n27_a_hedgehog__1_3_3_1_2_2_2->n27_a_hedgehog__1_3_3_1_2_2_2_1 n27_a_hedgehog__1_3_3_1_2_2_2_1->n27_a_hedgehog__1_3_3_1_2_2_2_1_1 n27_a_hedgehog__1_3_3_1_2_2_3->n27_a_hedgehog__1_3_3_1_2_2_3_1 n27_a_hedgehog__1_3_3_1_3->n27_a_hedgehog__1_3_3_1_3_1 n27_a_hedgehog__1_3_3_1_4->n27_a_hedgehog__1_3_3_1_4_1 n27_a_hedgehog__1_3_3_1_5->n27_a_hedgehog__1_3_3_1_5_1 n27_a_hedgehog__1_3_3_1_6_1 Q n27_a_hedgehog__1_3_3_1_6->n27_a_hedgehog__1_3_3_1_6_1 n27_a_hedgehog__1_3_3_1_6_2 NS n27_a_hedgehog__1_3_3_1_6->n27_a_hedgehog__1_3_3_1_6_2 n27_a_hedgehog__1_3_3_1_6_1->n27_a_hedgehog__1_3_3_1_6_1_1 n27_a_hedgehog__1_3_3_1_6_2->n27_a_hedgehog__1_3_3_1_6_2_1 n27_a_hedgehog__1_3_3_1_7_1 ADV n27_a_hedgehog__1_3_3_1_7->n27_a_hedgehog__1_3_3_1_7_1 n27_a_hedgehog__1_3_3_1_7_1->n27_a_hedgehog__1_3_3_1_7_1_1 n27_a_hedgehog__1_4->n27_a_hedgehog__1_4_1 
( (IP-MAT (NP-SBJ (PRO I;{I}))
          (BEP;_cat_VePASS_ am;{be})
          (IP-PPL-CAT (NP-LGS *)
                      (VVN;_Dn.f_ told;{tell})
                      (CP-THT-OB1 (IP-SUB (C that;{that})
                                          (PP-NIM (P-ROLE in;{in})
                                                  (NP (D the;{the})
                                                      (ADJP (ADJ western;{western}))
                                                      (NS isles;{isle})))
                                          (PUNC ,)
                                          (EX there;{there})
                                          (BEP;_ex_V_ are;{be})
                                          (NP-ESBJ (Q no;{no})
                                                   (NS hedgehogs;{hedgehog}))
                                          (ADVP-NIM (ADV at_all;{at_all})))))
          (PUNC .))
  (ID 27_a_hedgehog;speaker=Colvile))