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12_a_stories_10_k58
He certainly is a very intelligent pet to own.

%3 r_0012_0003__is is r_0012_0001__He He r_0012_0003__is->r_0012_0001__He [arg0] r_0012_0002__certainly certainly r_0012_0003__is->r_0012_0002__certainly [nim] r_0012_0004__a_r_0012_0007__pet a pet r_0012_0003__is->r_0012_0004__a_r_0012_0007__pet [prd] r_0012_0006__intelligent intelligent r_0012_0004__a_r_0012_0007__pet->r_0012_0006__intelligent [attrib] r_0012_0005__very very r_0012_0006__intelligent->r_0012_0005__very [qual] r_0012_0008__to_r_0012_0009__own to own r_0012_0008__to_r_0012_0009__own->r_0012_0004__a_r_0012_0007__pet [arg1] z_000_12_a_stories_10_k58_21 r_0012_0008__to_r_0012_0009__own->z_000_12_a_stories_10_k58_21 [arg0] 
arc(r_0012_0003__is, r_0012_0001__He, arg0).
arc(r_0012_0003__is, r_0012_0002__certainly, nim5).
arc(r_0012_0003__is, r_0012_0004__a_r_0012_0007__pet, prd).
arc(r_0012_0004__a_r_0012_0007__pet, r_0012_0006__intelligent, attrib13).
arc(r_0012_0006__intelligent, r_0012_0005__very, qual14).
arc(r_0012_0008__to_r_0012_0009__own, r_0012_0004__a_r_0012_0007__pet, arg1).
arc(r_0012_0008__to_r_0012_0009__own, z_000_12_a_stories_10_k58_21, arg0).


%3 r_0012_0008__to_r_0012_0009__own to own z_000_12_a_stories_10_k58_21 r_0012_0008__to_r_0012_0009__own->z_000_12_a_stories_10_k58_21 [arg0] r_0012_0004__a_r_0012_0007__pet a pet r_0012_0008__to_r_0012_0009__own->r_0012_0004__a_r_0012_0007__pet [arg1] r_0012_0006__intelligent intelligent r_0012_0004__a_r_0012_0007__pet->r_0012_0006__intelligent [attrib] r_0012_0005__very very r_0012_0006__intelligent->r_0012_0005__very [qual] r_0012_0003__is is r_0012_0003__is->r_0012_0004__a_r_0012_0007__pet [prd] r_0012_0002__certainly certainly r_0012_0003__is->r_0012_0002__certainly [nim] r_0012_0001__He He r_0012_0003__is->r_0012_0001__He [arg0] 
fof(formula,axiom,
    ? [R_12_3_IS,R_12_1_HE,R_12_2_CERTAINLY,R_12_8_TO_OWN,Z_12_A_STORIES_10_K58_21,R_12_4_A_PET,R_12_6_INTELLIGENT,R_12_5_VERY] :
      ( he(R_12_1_HE)
      & certainly(R_12_2_CERTAINLY)
      & very(R_12_5_VERY)
      & is(R_12_3_IS,R_12_1_HE,R_12_4_A_PET)
      & a_pet(R_12_4_A_PET)
      & attrib13(R_12_4_A_PET,R_12_6_INTELLIGENT)
      & intelligent(R_12_6_INTELLIGENT)
      & qual14(R_12_6_INTELLIGENT,R_12_5_VERY)
      & nim5(R_12_3_IS,R_12_2_CERTAINLY)
      & to_own(R_12_8_TO_OWN,Z_12_A_STORIES_10_K58_21,R_12_4_A_PET) ) ).


n12_a_stories_10_k58 n12_a_stories_10_k58__1_1_1_1 He n12_a_stories_10_k58__1_2_1_1 certainly n12_a_stories_10_k58__1_3_1 is n12_a_stories_10_k58__1_4_1_1 a n12_a_stories_10_k58__1_4_2_1_1_1 very n12_a_stories_10_k58__1_4_2_2_1 intelligent n12_a_stories_10_k58__1_4_3_1 pet n12_a_stories_10_k58__1_4_4_1_1 *T* n12_a_stories_10_k58__1_4_4_2_1 to n12_a_stories_10_k58__1_4_4_3_1 own n12_a_stories_10_k58__1_5_1 . n12_a_stories_10_k58__1 IP-MAT n12_a_stories_10_k58__1_1 NP-SBJ n12_a_stories_10_k58__1->n12_a_stories_10_k58__1_1 n12_a_stories_10_k58__1_2 ADVP-NIM n12_a_stories_10_k58__1->n12_a_stories_10_k58__1_2 n12_a_stories_10_k58__1_3 BEP;_Ln_ n12_a_stories_10_k58__1->n12_a_stories_10_k58__1_3 n12_a_stories_10_k58__1_4 NP-PRD n12_a_stories_10_k58__1->n12_a_stories_10_k58__1_4 n12_a_stories_10_k58__1_5 PUNC n12_a_stories_10_k58__1->n12_a_stories_10_k58__1_5 n12_a_stories_10_k58__1_1_1 PRO n12_a_stories_10_k58__1_1->n12_a_stories_10_k58__1_1_1 n12_a_stories_10_k58__1_1_1->n12_a_stories_10_k58__1_1_1_1 n12_a_stories_10_k58__1_2_1 ADV n12_a_stories_10_k58__1_2->n12_a_stories_10_k58__1_2_1 n12_a_stories_10_k58__1_2_1->n12_a_stories_10_k58__1_2_1_1 n12_a_stories_10_k58__1_3->n12_a_stories_10_k58__1_3_1 n12_a_stories_10_k58__1_4_1 D n12_a_stories_10_k58__1_4->n12_a_stories_10_k58__1_4_1 n12_a_stories_10_k58__1_4_2 ADJP n12_a_stories_10_k58__1_4->n12_a_stories_10_k58__1_4_2 n12_a_stories_10_k58__1_4_3 N n12_a_stories_10_k58__1_4->n12_a_stories_10_k58__1_4_3 n12_a_stories_10_k58__1_4_4 IP-INF-REL n12_a_stories_10_k58__1_4->n12_a_stories_10_k58__1_4_4 n12_a_stories_10_k58__1_4_1->n12_a_stories_10_k58__1_4_1_1 n12_a_stories_10_k58__1_4_2_1 ADVP n12_a_stories_10_k58__1_4_2->n12_a_stories_10_k58__1_4_2_1 n12_a_stories_10_k58__1_4_2_2 ADJ n12_a_stories_10_k58__1_4_2->n12_a_stories_10_k58__1_4_2_2 n12_a_stories_10_k58__1_4_2_1_1 ADV n12_a_stories_10_k58__1_4_2_1->n12_a_stories_10_k58__1_4_2_1_1 n12_a_stories_10_k58__1_4_2_1_1->n12_a_stories_10_k58__1_4_2_1_1_1 n12_a_stories_10_k58__1_4_2_2->n12_a_stories_10_k58__1_4_2_2_1 n12_a_stories_10_k58__1_4_3->n12_a_stories_10_k58__1_4_3_1 n12_a_stories_10_k58__1_4_4_1 NP-OB1 n12_a_stories_10_k58__1_4_4->n12_a_stories_10_k58__1_4_4_1 n12_a_stories_10_k58__1_4_4_2 TO n12_a_stories_10_k58__1_4_4->n12_a_stories_10_k58__1_4_4_2 n12_a_stories_10_k58__1_4_4_3 VB;_Tn_ n12_a_stories_10_k58__1_4_4->n12_a_stories_10_k58__1_4_4_3 n12_a_stories_10_k58__1_4_4_1->n12_a_stories_10_k58__1_4_4_1_1 n12_a_stories_10_k58__1_4_4_2->n12_a_stories_10_k58__1_4_4_2_1 n12_a_stories_10_k58__1_4_4_3->n12_a_stories_10_k58__1_4_4_3_1 n12_a_stories_10_k58__1_5->n12_a_stories_10_k58__1_5_1 
( (IP-MAT (NP-SBJ;{MICKEY} (PRO He;{he}))
          (ADVP-NIM (ADV certainly;{certainly}))
          (BEP;_Ln_ is;{be})
          (NP-PRD (D a;{a})
                  (ADJP (ADVP (ADV very;{very}))
                        (ADJ intelligent;{intelligent}))
                  (N pet;{pet})
                  (IP-INF-REL (NP-OB1 *T*)
                              (TO to;{to})
                              (VB;_Tn_ own;{own})))
          (PUNC .))
  (ID 12_a_stories_10_k58))