(NEGATE-ALL)
(AXE-PROVER-OPTIONSP)
(RELIEVE-FREE-VAR-HYP-AND-ALL-OTHERS-FOR-AXE-PROVER
 (1245 625 (:TYPE-PRESCRIPTION NATP-OF-CAR-WHEN-NAT-LISTP-TYPE))
 (624 624 (:TYPE-PRESCRIPTION NAT-LISTP))
 (262 71 (:TYPE-PRESCRIPTION TRUE-LISTP-OF-AREF1-WHEN-DAG-PARENT-ARRAYP))
 (93 15 (:TYPE-PRESCRIPTION TRUE-LISTP-OF-GET-ARGS-NOT-DONE))
 (87 71 (:TYPE-PRESCRIPTION TYPE-OF-AREF1-WHEN-PSEUDO-DAG-ARRAYP-AUX))
 (72 36 (:TYPE-PRESCRIPTION NATP-OF-TOP-NODENUM-WHEN-PSEUDO-DAGP))
 (71 71 (:TYPE-PRESCRIPTION DAG-PARENT-ARRAYP))
 (54 2 (:REWRITE CONSP-FROM-LEN-CHEAP))
 (36 36 (:TYPE-PRESCRIPTION PSEUDO-DAGP))
 (36 9 (:TYPE-PRESCRIPTION TRUE-LISTP-OF-DARGS-OF-AREF1-WHEN-PSEUDO-DAG-ARRAYP-SIMPLE))
 (30 30 (:TYPE-PRESCRIPTION TRUE-LISTP))
 (30 15 (:TYPE-PRESCRIPTION TRUE-LISTP-APPEND))
 (24 12 (:TYPE-PRESCRIPTION SYMBOLP-OF-CAR-OF-AREF1))
 (21 21 (:TYPE-PRESCRIPTION PSEUDO-DAG-ARRAYP-AUX))
 (18 9 (:TYPE-PRESCRIPTION TRUE-LISTP-OF-DARGS-OF-AREF1-WHEN-PSEUDO-DAG-ARRAYP-AUX-SIMPLE))
 (12 12 (:TYPE-PRESCRIPTION SYMBOLP-OF-CAR-OF-AREF1-WHEN-PSEUDO-DAG-ARRAYP))
 (12 12 (:TYPE-PRESCRIPTION STRINGP-OF-REVERSE-TYPE))
 (11 9 (:REWRITE DEFAULT-<-2))
 (10 10 (:REWRITE DEFAULT-+-2))
 (10 10 (:REWRITE DEFAULT-+-1))
 (9 9 (:TYPE-PRESCRIPTION TRUE-LISTP-OF-DARGS-OF-AREF1-WHEN-PSEUDO-DAG-ARRAYP))
 (9 9 (:TYPE-PRESCRIPTION PSEUDO-DAG-ARRAYP))
 (9 9 (:REWRITE USE-ALL-<-2))
 (9 9 (:REWRITE USE-ALL-<))
 (9 9 (:REWRITE DEFAULT-<-1))
 (9 9 (:REWRITE <-WHEN-BOUNDED-POSSIBLY-NEGATED-NODENUMP-2))
 (9 9 (:REWRITE <-WHEN-BOUNDED-DARG-LISTP-GEN))
 (9 9 (:REWRITE <-WHEN-BOUNDED-AXE-TREEP))
 (8 4 (:TYPE-PRESCRIPTION NATP-OF-NTH-WHEN-NAT-LISTP-TYPE))
 (7 7 (:REWRITE USE-ALL-<=-2))
 (7 7 (:REWRITE USE-ALL-<=))
 (7 7 (:REWRITE BOUND-WHEN-USB))
 (6 2 (:REWRITE <-OF-LEN-WHEN-NTH-NON-NIL))
 (6 2 (:REWRITE <-OF-LEN-WHEN-INTEGERP-OF-NTH))
 (4 4 (:REWRITE SIZE-NON-NEGATIVE-WHEN-UNSIGNED-BYTE-P-FREE))
 (4 4 (:REWRITE NONNEG-WHEN-DARGP-LESS-THAN))
 (4 2 (:REWRITE LEN-WHEN-DARGP-CHEAP))
 (3 3 (:REWRITE ZP-OPEN))
 (3 3 (:REWRITE <-OF-+-OF-1-STRENGTHEN))
 (3 3 (:REWRITE <-OF-+-COMBINE-CONSTANTS-1))
 (3 3 (:REWRITE <-OF-+-ARG2-WHEN-NEGATIVE-CONSTANT))
 (2 2 (:TYPE-PRESCRIPTION DARGP))
 (2 2 (:REWRITE USE-ALL-CONSP-2))
 (2 2 (:REWRITE USE-ALL-CONSP))
 (2 2 (:REWRITE LEN-WHEN-PSEUDO-DAGP-AUX))
 (2 2 (:REWRITE LEN-WHEN-NOT-CONSP-CHEAP))
 (2 2 (:REWRITE LEN-WHEN-DARGP-LESS-THAN))
 (2 2 (:REWRITE LEN-WHEN-BV-ARRAYP))
 (2 2 (:REWRITE LEN-WHEN-BOUNDED-DAG-EXPRP-AND-QUOTEP))
 (2 2 (:REWRITE CONSP-WHEN-LEN-GREATER))
 (2 2 (:REWRITE CONSP-WHEN-LEN-EQUAL-CONSTANT))
 (2 2 (:LINEAR LEN-POSITIVE-WHEN-CONSP-LINEAR-CHEAP))
 (1 1 (:REWRITE INTEGERP-WHEN-DARGP-LESS-THAN))
 (1 1 (:REWRITE INTEGERP-FROM-UNSIGNED-BYTE-P-SIZE-PARAM))
 )
(PROVE-DAG-WITH-AXE-PROVER
 (12 6 (:TYPE-PRESCRIPTION NATP-OF-TOP-NODENUM-WHEN-PSEUDO-DAGP))
 (12 6 (:TYPE-PRESCRIPTION INTEGERP-OF-MAX-NODENUM-IN-CONTEXT))
 (8 4 (:TYPE-PRESCRIPTION NATP-OF-CAR-WHEN-NAT-LISTP-TYPE))
 (6 6 (:TYPE-PRESCRIPTION PSEUDO-DAGP))
 (6 6 (:TYPE-PRESCRIPTION CONTEXTP))
 (4 4 (:TYPE-PRESCRIPTION NAT-LISTP))
 )
(PROVE-IMPLICATION-WITH-AXE-PROVER)
(PROVE-THEOREM-WITH-AXE-PROVER)
(PROVE-THEOREM-WITH-AXE-PROVER2)
(PROVE-CLAUSE-WITH-AXE-PROVER)
(AXE-PROVER-CLAUSE-PROCESSOR)
