mlw_file: MODULE WRITES
##
## Ends in an error in state: 1216.
##
## module_head -> MODULE . attrs(uident_nq) [ VAL USE TYPE THEORY SCOPE PREDICATE MODULE META LET LEMMA INDUCTIVE IMPORT GOAL FUNCTION EXCEPTION END CONSTANT COINDUCTIVE CLONE AXIOM ]
##
## The known suffix of the stack is as follows:
## MODULE
##

expected module name must be an capitalized identifier (token UIDENT_NQ), found "$0"


decl_eof: LET VAL
##
## Ends in an error in state: 1108.
##
## prog_decl -> LET . ghost kind attrs(lident_rich) mk_expr(fun_defn) [ VAL USE TYPE THEORY SCOPE PREDICATE MODULE META LET LEMMA INDUCTIVE IMPORT GOAL FUNCTION EXCEPTION EOF END CONSTANT COINDUCTIVE CLONE AXIOM ]
## prog_decl -> LET . ghost kind sym_binder const_defn [ VAL USE TYPE THEORY SCOPE PREDICATE MODULE META LET LEMMA INDUCTIVE IMPORT GOAL FUNCTION EXCEPTION EOF END CONSTANT COINDUCTIVE CLONE AXIOM ]
## prog_decl -> LET . ghost REF ref_binder const_defn [ VAL USE TYPE THEORY SCOPE PREDICATE MODULE META LET LEMMA INDUCTIVE IMPORT GOAL FUNCTION EXCEPTION EOF END CONSTANT COINDUCTIVE CLONE AXIOM ]
## prog_decl -> LET . REC with_list1(rec_defn) [ VAL USE TYPE THEORY SCOPE PREDICATE MODULE META LET LEMMA INDUCTIVE IMPORT GOAL FUNCTION EXCEPTION EOF END CONSTANT COINDUCTIVE CLONE AXIOM ]
##
## The known suffix of the stack is as follows:
## LET
##

expected function name must be a non-reserved uncapitalized identifier (token LIDENT_NQ), found "$0"


decl_eof: FUNCTION LET
##
## Ends in an error in state: 1150.
##
## pure_decl -> FUNCTION . function_decl list(with_logic_decl) [ VAL USE TYPE THEORY SCOPE PREDICATE MODULE META LET LEMMA INDUCTIVE IMPORT GOAL FUNCTION EXCEPTION EOF END CONSTANT COINDUCTIVE CLONE AXIOM ]
##
## The known suffix of the stack is as follows:
## FUNCTION
##

expected function name must be a non-reserved uncapitalized identifier (token LIDENT_NQ), found "$0"
