include "basics/list.ma". include "common/Registers.ma". include "common/AST.ma". include "common/Graphs.ma". include "common/CostLabel.ma". include "ASM/I8051.ma". definition registers ≝ list register. inductive rtl_statement: Type[0] ≝ | rtl_st_skip: label → rtl_statement | rtl_st_cost: costlabel → label → rtl_statement | rtl_st_addr: register → register → ident → label → rtl_statement | rtl_st_stack_addr: register → register → label → rtl_statement | rtl_st_int: register → Byte → label → rtl_statement | rtl_st_move: register → register → label → rtl_statement | rtl_st_opaccs: OpAccs → register → register → register → label → rtl_statement | rtl_st_op1: Op1 → register → register → label → rtl_statement | rtl_st_op2: Op2 → register → register → register → label → rtl_statement | rtl_st_clear_carry: label → rtl_statement | rtl_st_load: register → register → register → label → rtl_statement | rtl_st_store: register → register → register → label → rtl_statement | rtl_st_call_id: ident → registers → registers → label → rtl_statement | rtl_st_call_ptr: register → register → registers → registers → label → rtl_statement | rtl_st_tailcall_id: ident → registers → rtl_statement | rtl_st_tailcall_ptr: register → register → registers → rtl_statement | rtl_st_cond_acc: register → label → label → rtl_statement | rtl_st_return: registers → rtl_statement. definition rtl_statement_graph ≝ graph rtl_statement. record rtl_internal_function: Type[0] ≝ { rtl_if_luniverse: universe LabelTag; rtl_if_runiverse: universe RegisterTag; rtl_if_sig: signature; rtl_if_result: registers; rtl_if_params: registers; rtl_if_locals: registers; rtl_if_stacksize: nat; rtl_if_graph: rtl_statement_graph; rtl_if_entry: label; rtl_if_exit: label }. inductive rtl_function_definition: Type[0] ≝ | rtl_f_internal: rtl_internal_function → rtl_function_definition | rtl_f_external: external_function → rtl_function_definition. record rtl_program: Type[0] ≝ { rtl_pr_vars: list (ident × nat); rtl_pr_functs: list (ident × rtl_function_definition); rtl_pr_main: option ident }.