definition module ABC.Machine.Instructions from ABC.Machine.Def import ::NrArgs, ::State, ::DescId, ::Arity, ::InstrId, ::ArgNr from ABC.Machine.AStack import ::ASrc, ::ADst from ABC.Machine.BStack import ::BSrc, ::BDst add_args :: ASrc NrArgs ADst State -> State create :: State -> State del_args :: ASrc NrArgs ADst State -> State dump :: String State -> State eq_desc :: DescId ASrc State -> State eq_desc_arity :: DescId Arity ASrc State -> State eq_symbol :: ASrc ASrc State -> State eqB :: State -> State eqB_a :: Bool ASrc State -> State eqB_b :: Bool BSrc State -> State eqI :: State -> State eqI_a :: Int ASrc State -> State eqI_b :: Int BSrc State -> State fill :: DescId NrArgs InstrId ADst State -> State fill_a :: ASrc ADst State -> State fillB :: Bool ADst State -> State fillB_b :: BSrc ADst State -> State fillI :: Int ADst State -> State fillI_b :: BSrc ADst State -> State get_desc_arity :: ASrc State -> State get_node_arity :: ASrc State -> State halt :: State -> State jmp :: InstrId State -> State jmp_eval :: State -> State jmp_false :: InstrId State -> State jmp_true :: InstrId State -> State jsr :: InstrId State -> State jsr_eval :: State -> State no_op :: State -> State pop_a :: NrArgs State -> State pop_b :: NrArgs State -> State print :: String State -> State print_symbol :: ASrc State -> State push_a :: ASrc State -> State push_ap_entry :: ASrc State -> State push_arg :: ASrc Arity ArgNr State -> State push_arg_b :: ASrc State -> State push_args :: ASrc Arity NrArgs State -> State push_args_b :: ASrc State -> State push_b :: BSrc State -> State pushB :: Bool State -> State pushB_a :: ASrc State -> State pushI :: Int State -> State pushI_a :: ASrc State -> State repl_args :: Arity NrArgs State -> State repl_args_b :: State -> State rtn :: State -> State set_entry :: InstrId ADst State -> State update_a :: ASrc ADst State -> State update_b :: BSrc BDst State -> State addI :: State -> State decI :: State -> State divI :: State -> State gtI :: State -> State incI :: State -> State ltI :: State -> State mulI :: State -> State negI :: State -> State remI :: State -> State subI :: State -> State notB :: State -> State