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10_a_cat_mouse
The cat always jumps towards you, but he's not very good at judging distances.

%3 r_0010_0004__jumps jumps r_0010_0001__The_r_0010_0002__cat The cat r_0010_0004__jumps->r_0010_0001__The_r_0010_0002__cat [arg0] r_0010_0003__always always r_0010_0004__jumps->r_0010_0003__always [nim] r_0010_0006__you you r_0010_0004__jumps->r_0010_0006__you towards [clr] r_0010_0008__but but r_0010_0008__but->r_0010_0004__jumps [conj1] r_0010_0010___apos_s 's r_0010_0008__but->r_0010_0010___apos_s [conj2] r_0010_0010___apos_s->r_0010_0001__The_r_0010_0002__cat [arg0] r_0010_0013__good good r_0010_0010___apos_s->r_0010_0013__good [prd] r_0010_0011__not_r_0010_0012__very not very r_0010_0013__good->r_0010_0011__not_r_0010_0012__very [qual] r_0010_0015__judging judging r_0010_0013__good->r_0010_0015__judging at r_0010_0016__distances distances r_0010_0015__judging->r_0010_0016__distances [arg1] z_000_10_a_cat_mouse_42 r_0010_0015__judging->z_000_10_a_cat_mouse_42 [arg0] 
arc(r_0010_0004__jumps, r_0010_0001__The_r_0010_0002__cat, arg0).
arc(r_0010_0004__jumps, r_0010_0003__always, nim9).
arc(r_0010_0004__jumps, r_0010_0006__you, r_0010_0005__towards_clr17).
arc(r_0010_0008__but, r_0010_0004__jumps, conj1).
arc(r_0010_0008__but, r_0010_0010___apos_s, conj2).
arc(r_0010_0010___apos_s, r_0010_0001__The_r_0010_0002__cat, arg0).
arc(r_0010_0010___apos_s, r_0010_0013__good, prd).
arc(r_0010_0013__good, r_0010_0011__not_r_0010_0012__very, qual32).
arc(r_0010_0013__good, r_0010_0015__judging, r_0010_0014__at).
arc(r_0010_0015__judging, r_0010_0016__distances, arg1).
arc(r_0010_0015__judging, z_000_10_a_cat_mouse_42, arg0).


%3 r_0010_0004__jumps jumps r_0010_0001__The_r_0010_0002__cat The cat r_0010_0004__jumps->r_0010_0001__The_r_0010_0002__cat [arg0] r_0010_0003__always always r_0010_0004__jumps->r_0010_0003__always [nim] r_0010_0006__you you r_0010_0004__jumps->r_0010_0006__you towards [clr] r_0010_0008__but but r_0010_0008__but->r_0010_0004__jumps [conj1] r_0010_0010___apos_s 's r_0010_0008__but->r_0010_0010___apos_s [conj2] r_0010_0010___apos_s->r_0010_0001__The_r_0010_0002__cat [arg0] r_0010_0013__good good r_0010_0010___apos_s->r_0010_0013__good [prd] r_0010_0011__not_r_0010_0012__very not very r_0010_0013__good->r_0010_0011__not_r_0010_0012__very [qual] r_0010_0015__judging judging r_0010_0013__good->r_0010_0015__judging at r_0010_0016__distances distances r_0010_0015__judging->r_0010_0016__distances [arg1] z_000_10_a_cat_mouse_42 r_0010_0015__judging->z_000_10_a_cat_mouse_42 [arg0] 
fof(formula,axiom,
    ? [R_10_8_BUT,R_10_4_JUMPS,R_10_3_ALWAYS,R_10_6_YOU,R_10_10__APOS_S,R_10_1_THE_CAT,R_10_13_GOOD,R_10_11_NOT_VERY,R_10_15_JUDGING,Z_10_A_CAT_MOUSE_42,R_10_16_DISTANCES] :
      ( always(R_10_3_ALWAYS)
      & you(R_10_6_YOU)
      & the_cat(R_10_1_THE_CAT)
      & not_very(R_10_11_NOT_VERY)
      & distances(R_10_16_DISTANCES)
      & but(R_10_8_BUT)
      & conj1(R_10_8_BUT,R_10_4_JUMPS)
      & jumps(R_10_4_JUMPS,R_10_1_THE_CAT)
      & nim9(R_10_4_JUMPS,R_10_3_ALWAYS)
      & towards_clr17(R_10_4_JUMPS,R_10_6_YOU)
      & conj2(R_10_8_BUT,R_10_10__APOS_S)
      & _apos_s(R_10_10__APOS_S,R_10_1_THE_CAT,R_10_13_GOOD)
      & good(R_10_13_GOOD)
      & qual32(R_10_13_GOOD,R_10_11_NOT_VERY)
      & at(R_10_13_GOOD,R_10_15_JUDGING)
      & judging(R_10_15_JUDGING,Z_10_A_CAT_MOUSE_42,R_10_16_DISTANCES) ) ).


n10_a_cat_mouse n10_a_cat_mouse_6 The n10_a_cat_mouse_8 cat n10_a_cat_mouse_11 always n10_a_cat_mouse_13 jumps n10_a_cat_mouse_16 towards n10_a_cat_mouse_19 you n10_a_cat_mouse_21 , n10_a_cat_mouse_24 but n10_a_cat_mouse_28 he n10_a_cat_mouse_30 's n10_a_cat_mouse_34 not n10_a_cat_mouse_36 very n10_a_cat_mouse_38 good n10_a_cat_mouse_41 at n10_a_cat_mouse_44 judging n10_a_cat_mouse_47 distances n10_a_cat_mouse_49 . n10_a_cat_mouse_1 IP-MAT n10_a_cat_mouse_2 ILYR n10_a_cat_mouse_1->n10_a_cat_mouse_2 n10_a_cat_mouse_48 PUNC n10_a_cat_mouse_1->n10_a_cat_mouse_48 n10_a_cat_mouse_3 ILYR n10_a_cat_mouse_2->n10_a_cat_mouse_3 n10_a_cat_mouse_20 PUNC n10_a_cat_mouse_2->n10_a_cat_mouse_20 n10_a_cat_mouse_22 CONJP n10_a_cat_mouse_2->n10_a_cat_mouse_22 n10_a_cat_mouse_4 NP-SBJ n10_a_cat_mouse_3->n10_a_cat_mouse_4 n10_a_cat_mouse_9 ADVP-NIM n10_a_cat_mouse_3->n10_a_cat_mouse_9 n10_a_cat_mouse_12 VBP;_Ipr_ n10_a_cat_mouse_3->n10_a_cat_mouse_12 n10_a_cat_mouse_14 PP-CLR n10_a_cat_mouse_3->n10_a_cat_mouse_14 n10_a_cat_mouse_5 D n10_a_cat_mouse_4->n10_a_cat_mouse_5 n10_a_cat_mouse_7 N n10_a_cat_mouse_4->n10_a_cat_mouse_7 n10_a_cat_mouse_5->n10_a_cat_mouse_6 n10_a_cat_mouse_7->n10_a_cat_mouse_8 n10_a_cat_mouse_10 ADV n10_a_cat_mouse_9->n10_a_cat_mouse_10 n10_a_cat_mouse_10->n10_a_cat_mouse_11 n10_a_cat_mouse_12->n10_a_cat_mouse_13 n10_a_cat_mouse_15 P-ROLE n10_a_cat_mouse_14->n10_a_cat_mouse_15 n10_a_cat_mouse_17 NP n10_a_cat_mouse_14->n10_a_cat_mouse_17 n10_a_cat_mouse_15->n10_a_cat_mouse_16 n10_a_cat_mouse_18 PRO n10_a_cat_mouse_17->n10_a_cat_mouse_18 n10_a_cat_mouse_18->n10_a_cat_mouse_19 n10_a_cat_mouse_20->n10_a_cat_mouse_21 n10_a_cat_mouse_23 CONJ n10_a_cat_mouse_22->n10_a_cat_mouse_23 n10_a_cat_mouse_25 ILYR n10_a_cat_mouse_22->n10_a_cat_mouse_25 n10_a_cat_mouse_23->n10_a_cat_mouse_24 n10_a_cat_mouse_26 NP-SBJ n10_a_cat_mouse_25->n10_a_cat_mouse_26 n10_a_cat_mouse_29 BEP;_La_ n10_a_cat_mouse_25->n10_a_cat_mouse_29 n10_a_cat_mouse_31 ADJP-PRD n10_a_cat_mouse_25->n10_a_cat_mouse_31 n10_a_cat_mouse_27 PRO n10_a_cat_mouse_26->n10_a_cat_mouse_27 n10_a_cat_mouse_27->n10_a_cat_mouse_28 n10_a_cat_mouse_29->n10_a_cat_mouse_30 n10_a_cat_mouse_32 ADVP n10_a_cat_mouse_31->n10_a_cat_mouse_32 n10_a_cat_mouse_37 ADJ n10_a_cat_mouse_31->n10_a_cat_mouse_37 n10_a_cat_mouse_39 PP n10_a_cat_mouse_31->n10_a_cat_mouse_39 n10_a_cat_mouse_33 NEG n10_a_cat_mouse_32->n10_a_cat_mouse_33 n10_a_cat_mouse_35 ADV n10_a_cat_mouse_32->n10_a_cat_mouse_35 n10_a_cat_mouse_33->n10_a_cat_mouse_34 n10_a_cat_mouse_35->n10_a_cat_mouse_36 n10_a_cat_mouse_37->n10_a_cat_mouse_38 n10_a_cat_mouse_40 P-ROLE n10_a_cat_mouse_39->n10_a_cat_mouse_40 n10_a_cat_mouse_42 IP-PPL n10_a_cat_mouse_39->n10_a_cat_mouse_42 n10_a_cat_mouse_40->n10_a_cat_mouse_41 n10_a_cat_mouse_43 VAG;_Tn_ n10_a_cat_mouse_42->n10_a_cat_mouse_43 n10_a_cat_mouse_45 NP-OB1 n10_a_cat_mouse_42->n10_a_cat_mouse_45 n10_a_cat_mouse_43->n10_a_cat_mouse_44 n10_a_cat_mouse_46 NS n10_a_cat_mouse_45->n10_a_cat_mouse_46 n10_a_cat_mouse_46->n10_a_cat_mouse_47 n10_a_cat_mouse_48->n10_a_cat_mouse_49 
( (IP-MAT (ILYR (ILYR (NP-SBJ;{CAT} (D The;{the})
                                    (N cat;{cat}))
                      (ADVP-NIM (ADV always;{always}))
                      (VBP;_Ipr_ jumps;{jump[towards]})
                      (PP-CLR (P-ROLE towards;{towards})
                              (NP (PRO you;{you}))))
                (PUNC ,)
                (CONJP (CONJ but;{but})
                       (ILYR (NP-SBJ;{CAT} (PRO he;{he}))
                             (BEP;_La_ <apos>s;{be})
                             (ADJP-PRD (ADVP (NEG not;{not})
                                             (ADV very;{very}))
                                       (ADJ good;{good})
                                       (PP (P-ROLE at;{at})
                                           (IP-PPL (VAG;_Tn_ judging;{judge})
                                                   (NP-OB1 (NS distances;{distance}))))))))
          (PUNC .))
  (ID 10_a_cat_mouse;1))