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35_a_history_of_qed
Offspring

%3 z_000_35_a_history_of_qed_1 r_0035_0001__Offspring Offspring z_000_35_a_history_of_qed_1->r_0035_0001__Offspring [nim] 
arc(z_000_35_a_history_of_qed_1, r_0035_0001__Offspring, nim2).


%3 z_000_35_a_history_of_qed_1 r_0035_0001__Offspring Offspring z_000_35_a_history_of_qed_1->r_0035_0001__Offspring [nim] 
fof(formula,axiom,
    ? [Z_35_A_HISTORY_OF_QED_1,R_35_1_OFFSPRING] :
      ( offspring(R_35_1_OFFSPRING)
      & z_35_a_history_of_qed_1(Z_35_A_HISTORY_OF_QED_1)
      & nim2(Z_35_A_HISTORY_OF_QED_1,R_35_1_OFFSPRING) ) ).


n35_a_history_of_qed n35_a_history_of_qed_4 Offspring n35_a_history_of_qed_1 FRAG n35_a_history_of_qed_2 NP n35_a_history_of_qed_1->n35_a_history_of_qed_2 n35_a_history_of_qed_3 N n35_a_history_of_qed_2->n35_a_history_of_qed_3 n35_a_history_of_qed_3->n35_a_history_of_qed_4 
( (FRAG (NP (N Offspring;{offspring})))
  (ID 35_a_history_of_qed))