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167_a_hedgehog
Finally -- and, I think, more positively -- what the hedgehog really represents for us is an incredible symbol of citizen science.

%3 r_0167_0015__represents represents r_0167_0012__the_r_0167_0013__hedgehog the hedgehog r_0167_0015__represents->r_0167_0012__the_r_0167_0013__hedgehog [arg0] r_0167_0014__really really r_0167_0015__represents->r_0167_0014__really [nim] r_0167_0017__us us r_0167_0015__represents->r_0167_0017__us for [nim] z_000_167_a_hedgehog_28 r_0167_0015__represents->z_000_167_a_hedgehog_28 [arg1] r_0167_0018__is is r_0167_0018__is->z_000_167_a_hedgehog_28 [arg0] r_0167_0001__Finally Finally r_0167_0018__is->r_0167_0001__Finally [nim] r_0167_0019__an_r_0167_0021__symbol an symbol r_0167_0018__is->r_0167_0019__an_r_0167_0021__symbol [prd] r_0167_0020__incredible incredible r_0167_0019__an_r_0167_0021__symbol->r_0167_0020__incredible [attrib] r_0167_0023__citizen_r_0167_0024__science citizen science r_0167_0019__an_r_0167_0021__symbol->r_0167_0023__citizen_r_0167_0024__science of 
arc(r_0167_0015__represents, r_0167_0012__the_r_0167_0013__hedgehog, arg0).
arc(r_0167_0015__represents, r_0167_0014__really, nim38).
arc(r_0167_0015__represents, r_0167_0017__us, r_0167_0016__for_nim46).
arc(r_0167_0015__represents, z_000_167_a_hedgehog_28, arg1).
arc(r_0167_0018__is, r_0167_0001__Finally, nim2).
arc(r_0167_0018__is, r_0167_0019__an_r_0167_0021__symbol, prd).
arc(r_0167_0018__is, z_000_167_a_hedgehog_28, arg0).
arc(r_0167_0019__an_r_0167_0021__symbol, r_0167_0020__incredible, attrib54).
arc(r_0167_0019__an_r_0167_0021__symbol, r_0167_0023__citizen_r_0167_0024__science, r_0167_0022__of).


%3 r_0167_0015__represents represents r_0167_0012__the_r_0167_0013__hedgehog the hedgehog r_0167_0015__represents->r_0167_0012__the_r_0167_0013__hedgehog [arg0] r_0167_0014__really really r_0167_0015__represents->r_0167_0014__really [nim] r_0167_0017__us us r_0167_0015__represents->r_0167_0017__us for [nim] z_000_167_a_hedgehog_28 r_0167_0015__represents->z_000_167_a_hedgehog_28 [arg1] r_0167_0018__is is r_0167_0018__is->z_000_167_a_hedgehog_28 [arg0] r_0167_0001__Finally Finally r_0167_0018__is->r_0167_0001__Finally [nim] r_0167_0019__an_r_0167_0021__symbol an symbol r_0167_0018__is->r_0167_0019__an_r_0167_0021__symbol [prd] r_0167_0020__incredible incredible r_0167_0019__an_r_0167_0021__symbol->r_0167_0020__incredible [attrib] r_0167_0023__citizen_r_0167_0024__science citizen science r_0167_0019__an_r_0167_0021__symbol->r_0167_0023__citizen_r_0167_0024__science of 
fof(formula,axiom,
    ? [R_167_15_REPRESENTS,R_167_12_THE_HEDGEHOG,R_167_14_REALLY,R_167_17_US,R_167_18_IS,Z_167_A_HEDGEHOG_28,R_167_1_FINALLY,R_167_19_AN_SYMBOL,R_167_20_INCREDIBLE,R_167_23_CITIZEN_SCIENCE] :
      ( the_hedgehog(R_167_12_THE_HEDGEHOG)
      & really(R_167_14_REALLY)
      & us(R_167_17_US)
      & finally(R_167_1_FINALLY)
      & incredible(R_167_20_INCREDIBLE)
      & citizen_science(R_167_23_CITIZEN_SCIENCE)
      & represents(R_167_15_REPRESENTS,R_167_12_THE_HEDGEHOG,Z_167_A_HEDGEHOG_28)
      & nim38(R_167_15_REPRESENTS,R_167_14_REALLY)
      & for_nim46(R_167_15_REPRESENTS,R_167_17_US)
      & is(R_167_18_IS,Z_167_A_HEDGEHOG_28,R_167_19_AN_SYMBOL)
      & an_symbol(R_167_19_AN_SYMBOL)
      & attrib54(R_167_19_AN_SYMBOL,R_167_20_INCREDIBLE)
      & of(R_167_19_AN_SYMBOL,R_167_23_CITIZEN_SCIENCE)
      & nim2(R_167_18_IS,R_167_1_FINALLY) ) ).


n167_a_hedgehog n167_a_hedgehog_4 Finally n167_a_hedgehog_6 -- n167_a_hedgehog_10 and n167_a_hedgehog_12 , n167_a_hedgehog_15 I n167_a_hedgehog_17 think n167_a_hedgehog_19 , n167_a_hedgehog_23 more n167_a_hedgehog_25 positively n167_a_hedgehog_27 -- n167_a_hedgehog_32 what n167_a_hedgehog_35 the n167_a_hedgehog_37 hedgehog n167_a_hedgehog_40 really n167_a_hedgehog_42 represents n167_a_hedgehog_45 for n167_a_hedgehog_48 us n167_a_hedgehog_50 is n167_a_hedgehog_53 an n167_a_hedgehog_56 incredible n167_a_hedgehog_58 symbol n167_a_hedgehog_61 of n167_a_hedgehog_64 citizen n167_a_hedgehog_66 science n167_a_hedgehog_68 . n167_a_hedgehog_1 IP-MAT n167_a_hedgehog_2 ADVP-NIM n167_a_hedgehog_1->n167_a_hedgehog_2 n167_a_hedgehog_5 PUNC n167_a_hedgehog_1->n167_a_hedgehog_5 n167_a_hedgehog_7 PRN n167_a_hedgehog_1->n167_a_hedgehog_7 n167_a_hedgehog_26 PUNC n167_a_hedgehog_1->n167_a_hedgehog_26 n167_a_hedgehog_28 NP-SBJ n167_a_hedgehog_1->n167_a_hedgehog_28 n167_a_hedgehog_49 BEP;_Ln_ n167_a_hedgehog_1->n167_a_hedgehog_49 n167_a_hedgehog_51 NP-PRD n167_a_hedgehog_1->n167_a_hedgehog_51 n167_a_hedgehog_67 PUNC n167_a_hedgehog_1->n167_a_hedgehog_67 n167_a_hedgehog_3 ADV n167_a_hedgehog_2->n167_a_hedgehog_3 n167_a_hedgehog_3->n167_a_hedgehog_4 n167_a_hedgehog_5->n167_a_hedgehog_6 n167_a_hedgehog_8 IP-MAT n167_a_hedgehog_7->n167_a_hedgehog_8 n167_a_hedgehog_9 CONJ;_cl_ n167_a_hedgehog_8->n167_a_hedgehog_9 n167_a_hedgehog_11 PUNC n167_a_hedgehog_8->n167_a_hedgehog_11 n167_a_hedgehog_13 NP-SBJ n167_a_hedgehog_8->n167_a_hedgehog_13 n167_a_hedgehog_16 VBP;_Tf_ n167_a_hedgehog_8->n167_a_hedgehog_16 n167_a_hedgehog_18 PUNC n167_a_hedgehog_8->n167_a_hedgehog_18 n167_a_hedgehog_20 ADVP-NIM n167_a_hedgehog_8->n167_a_hedgehog_20 n167_a_hedgehog_9->n167_a_hedgehog_10 n167_a_hedgehog_11->n167_a_hedgehog_12 n167_a_hedgehog_14 PRO n167_a_hedgehog_13->n167_a_hedgehog_14 n167_a_hedgehog_14->n167_a_hedgehog_15 n167_a_hedgehog_16->n167_a_hedgehog_17 n167_a_hedgehog_18->n167_a_hedgehog_19 n167_a_hedgehog_21 ADVP n167_a_hedgehog_20->n167_a_hedgehog_21 n167_a_hedgehog_24 ADV n167_a_hedgehog_20->n167_a_hedgehog_24 n167_a_hedgehog_22 ADVR n167_a_hedgehog_21->n167_a_hedgehog_22 n167_a_hedgehog_22->n167_a_hedgehog_23 n167_a_hedgehog_24->n167_a_hedgehog_25 n167_a_hedgehog_26->n167_a_hedgehog_27 n167_a_hedgehog_29 IP-REL n167_a_hedgehog_28->n167_a_hedgehog_29 n167_a_hedgehog_30 NP-OB1 n167_a_hedgehog_29->n167_a_hedgehog_30 n167_a_hedgehog_33 NP-SBJ n167_a_hedgehog_29->n167_a_hedgehog_33 n167_a_hedgehog_38 ADVP-NIM n167_a_hedgehog_29->n167_a_hedgehog_38 n167_a_hedgehog_41 VBP;_Tn_ n167_a_hedgehog_29->n167_a_hedgehog_41 n167_a_hedgehog_43 PP-NIM n167_a_hedgehog_29->n167_a_hedgehog_43 n167_a_hedgehog_31 RPRO n167_a_hedgehog_30->n167_a_hedgehog_31 n167_a_hedgehog_31->n167_a_hedgehog_32 n167_a_hedgehog_34 D n167_a_hedgehog_33->n167_a_hedgehog_34 n167_a_hedgehog_36 N n167_a_hedgehog_33->n167_a_hedgehog_36 n167_a_hedgehog_34->n167_a_hedgehog_35 n167_a_hedgehog_36->n167_a_hedgehog_37 n167_a_hedgehog_39 ADV n167_a_hedgehog_38->n167_a_hedgehog_39 n167_a_hedgehog_39->n167_a_hedgehog_40 n167_a_hedgehog_41->n167_a_hedgehog_42 n167_a_hedgehog_44 P-ROLE n167_a_hedgehog_43->n167_a_hedgehog_44 n167_a_hedgehog_46 NP n167_a_hedgehog_43->n167_a_hedgehog_46 n167_a_hedgehog_44->n167_a_hedgehog_45 n167_a_hedgehog_47 PRO n167_a_hedgehog_46->n167_a_hedgehog_47 n167_a_hedgehog_47->n167_a_hedgehog_48 n167_a_hedgehog_49->n167_a_hedgehog_50 n167_a_hedgehog_52 D n167_a_hedgehog_51->n167_a_hedgehog_52 n167_a_hedgehog_54 ADJP n167_a_hedgehog_51->n167_a_hedgehog_54 n167_a_hedgehog_57 N n167_a_hedgehog_51->n167_a_hedgehog_57 n167_a_hedgehog_59 PP n167_a_hedgehog_51->n167_a_hedgehog_59 n167_a_hedgehog_52->n167_a_hedgehog_53 n167_a_hedgehog_55 ADJ n167_a_hedgehog_54->n167_a_hedgehog_55 n167_a_hedgehog_55->n167_a_hedgehog_56 n167_a_hedgehog_57->n167_a_hedgehog_58 n167_a_hedgehog_60 P-ROLE n167_a_hedgehog_59->n167_a_hedgehog_60 n167_a_hedgehog_62 NP n167_a_hedgehog_59->n167_a_hedgehog_62 n167_a_hedgehog_60->n167_a_hedgehog_61 n167_a_hedgehog_63 N n167_a_hedgehog_62->n167_a_hedgehog_63 n167_a_hedgehog_65 N n167_a_hedgehog_62->n167_a_hedgehog_65 n167_a_hedgehog_63->n167_a_hedgehog_64 n167_a_hedgehog_65->n167_a_hedgehog_66 n167_a_hedgehog_67->n167_a_hedgehog_68 
( (IP-MAT (ADVP-NIM (ADV Finally;{finally}))
          (PUNC --)
          (PRN (IP-MAT (CONJ;_cl_ and;{and})
                       (PUNC ,)
                       (NP-SBJ (PRO I;{I}))
                       (VBP;_Tf_ think;{think})
                       (PUNC ,)
                       (ADVP-NIM (ADVP (ADVR more;{more}))
                                 (ADV positively;{positively}))))
          (PUNC --)
          (NP-SBJ (IP-REL (NP-OB1 (RPRO what;{what}))
                          (NP-SBJ (D the;{the})
                                  (N hedgehog;{hedgehog}))
                          (ADVP-NIM (ADV really;{really}))
                          (VBP;_Tn_ represents;{represent})
                          (PP-NIM (P-ROLE for;{for})
                                  (NP (PRO us;{we})))))
          (BEP;_Ln_ is;{be})
          (NP-PRD (D an;{an})
                  (ADJP (ADJ incredible;{incredible}))
                  (N symbol;{symbol})
                  (PP (P-ROLE of;{of})
                      (NP (N citizen;{citizen})
                          (N science;{science}))))
          (PUNC .))
  (ID 167_a_hedgehog;speaker=Stewart))