80_a_saint_exupery_1943
“You see yourself,” he said, “that this is not a sheep.
arc(r_0080_0003__see, r_0080_0002__You, arg0).
arc(r_0080_0003__see, r_0080_0002__You, nim9).
arc(r_0080_0003__see, r_0080_0011__that_r_0080_0013__is, arg1).
arc(r_0080_0003__see, r_0080_0014__not, arg1).
arc(r_0080_0011__that_r_0080_0013__is, r_0080_0012__this, arg0).
arc(r_0080_0011__that_r_0080_0013__is, r_0080_0015__a_r_0080_0016__sheep, prd).
arc(r_0080_0014__not, r_0080_0011__that_r_0080_0013__is, keep_scope).
fof(formula,axiom,
? [R_0080_0002__YOU,R_0080_0012__THIS,R_0080_0015__A_R_0080_0016__SHEEP,R_0080_0011__THAT_R_0080_0013__IS,R_0080_0003__SEE] :
( r_0080_0002__You(R_0080_0002__YOU)
& r_0080_0012__this(R_0080_0012__THIS)
& r_0080_0015__a_r_0080_0016__sheep(R_0080_0015__A_R_0080_0016__SHEEP)
& r_0080_0003__see(R_0080_0003__SEE)
& has_arg1(R_0080_0003__SEE,R_0080_0014__NOT)
& ~ r_0080_0011__that_r_0080_0013__is(R_0080_0011__THAT_R_0080_0013__IS)
& has_arg1(R_0080_0003__SEE,R_0080_0011__THAT_R_0080_0013__IS)
& r_0080_0011__that_r_0080_0013__is(R_0080_0011__THAT_R_0080_0013__IS)
& has_prd(R_0080_0011__THAT_R_0080_0013__IS,R_0080_0015__A_R_0080_0016__SHEEP)
& has_arg0(R_0080_0011__THAT_R_0080_0013__IS,R_0080_0012__THIS)
& has_nim9(R_0080_0003__SEE,R_0080_0002__YOU)
& has_arg0(R_0080_0003__SEE,R_0080_0002__YOU) ) ).
( (IP-MAT (PULQ <ldquo>)
(NP-SBJ (PRO You;{you}))
(VBP;_Tf_ see;{see})
(NP-RFL (PNX yourself;{yourself}))
(PUNC ,)
(PURQ <rdquo>)
(PRN (IP-MAT (NP-SBJ;{PRINCE} (PRO he;{he}))
(VBD;_Tr_ said;{say})))
(PUNC ,)
(PULQ <ldquo>)
(CP-THT-OB1 (IP-SUB (C that;{that})
(NP-SBJ;{ARTWORK} (D;_nphd_ this;{this}))
(BEP;_Ln_ is;{be})
(NEG not;{not})
(NP-PRD;{SHEEP} (D a;{a})
(N sheep;{sheep}))))
(PUNC .))
(ID 80_a_saint_exupery_1943))