Python z3.sat方法代碼示例

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def _satisfiable(self, extra_constraints=(), solver=None, model_callback=None):
        global solve_count

        solve_count += 1
        if len(extra_constraints) > 0:
            solver.push()
            solver.add(*extra_constraints)

        try:

            l.debug("Doing a check!")
            #print "CHECKING"
            if solver.check() != z3.sat:
                return False

            if model_callback is not None:
                model_callback(self._generic_model(solver.model()))
        finally:
            if len(extra_constraints) > 0:
                solver.pop()
        return True 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def find_name_for_bit_at_index(index, bit):
    solver = z3.Solver()

    NAME_LENGTH = 12  # arbitrary
    name = [z3.BitVec("c%d" % i, 32) for i in range(NAME_LENGTH)]
    for i in range(len(name)):
        solver.add(z3.And(name[i] > 0, name[i] <= 0xff))

    h1 = hash1(name)
    solver.add(h1 == index)

    h2 = hash2(name)
    solver.add(h2 == bit)

    h3 = hash3(name)
    solver.add(z3.Extract(15, 0, h3) == h2)  # for simplicity

    if solver.check() == z3.sat:
        return "".join(chr(solver.model()[c].as_long()) for c in name).encode("latin-1") 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def get_state_solver(gstate):
        solver = z3.Solver()
        solver.set('timeout',  3 * 60 * 1000)
        solver.add(gstate.wstate.constraints)
        res = solver.check()
        if res == z3.unknown: logging.info(f'{gstate.wstate.trace} gstate check timeout')
        return solver if res == z3.sat else None 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def get_state_solver(gstate):
        if gstate.wstate.status == WorldStateStatus.INFEASIBLE:
            return None
        solver = z3.Solver()
        solver.set('timeout',  3 * 60 * 1000)
        solver.add(gstate.wstate.constraints)
        res = solver.check()
        if res == z3.unknown: logging.info(f'{gstate.wstate.trace} gstate check timeout')
        gstate.wstate.status = WorldStateStatus.FEASIBLE if res == z3.sat else WorldStateStatus.INFEASIBLE
        return solver if res == z3.sat else None 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def trim_unrechable_states(self):
        # (parent, trace, child) tuples
        pending_parent_trace_child_tuples = [(None, None, self.root_wstate)]
        deleted_counter = 0
        s = Solver()
        while(len(pending_parent_trace_child_tuples)):
            s.push()
            parent_wstate, trace, curr_wstate = pending_parent_trace_child_tuples.pop()
            if curr_wstate.status != WorldStateStatus.REACHABLE:
                s.add(curr_wstate.constraints)
                res = s.check()
                if res == sat:
                    curr_wstate.status = WorldStateStatus.REACHABLE
                elif res == unsat:
                    curr_wstate.status = WorldStateStatus.UNREACHABLE
                elif res == z3.unknown:
                    print(curr_wstate.get_full_trace())
                    raise Exception("pdb")
            if curr_wstate.status == WorldStateStatus.REACHABLE:
                if curr_wstate != self.root_wstate:
                    parent_wstate.trace_to_children[trace].append(curr_wstate)
                for child_trace, children in curr_wstate.trace_to_children.items():
                    for child_wstate in children:
                        pending_parent_trace_child_tuples.append((curr_wstate, child_trace, child_wstate))
                curr_wstate.trace_to_children.clear()
            else:
                curr_wstate.status = WorldStateStatus.DELETED
                self.gen_to_wstates[curr_wstate.gen].remove(curr_wstate)
                deleted_counter += 1
            s.pop()
        logging.info('%d WorldStates are deleted', deleted_counter)

        logging.info('SVM initialized') 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def solve_wstate(wstate):
    solver = z3.Solver()
    solver.add(wstate.constraints)
    res = solver.check()
    if res == z3.unknown: logging.info('gstate check timeout')
    return solver if res == z3.sat else None 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def _get_collisions(hash_func, target, target_type, length, n_collisions, hash_table_size, *args):
    ret = []
    s = z3.Solver()
    # houses the z3 variables for the potential hash match
    res = _generate_ascii_printable_string('res', length, s)
    # enforces the z3 constraint that the hash matches the target
    # if the target_type is 'preimage', then we compare the hash to the hash of target
    if target_type == 'preimage':
        s.add(hash_func(res, hash_table_size, *args) == hash_func(_str_to_BitVecVals8(target), hash_table_size, *args))
        if length == len(target):  # don't generate the given preimage as an output if generating inputs of that length
            s.add(z3.Or([r != ord(t) for r, t in zip(res, target)]))
    # otherwise the target_type is 'image', and we compare the hash to the target itself
    else:
        s.add(hash_func(res, hash_table_size, *args) == target)
    count = 0
    # z3 isn't stateful; you have to run it again and again while adding constraints to ignore previous solutions
    while s.check() == z3.sat:
        x = s.model()  # This is a z3 solution
        y = ''.join(chr(x[i].as_long()) for i in res)
        ret.append(y)
        count += 1
        # add constraints
        s.add(z3.Or([r != x[r] for r in res]))
        if count >= n_collisions:
            ret.sort()
            break
    return ret 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def evaluate_expr_z3(self, expr, constraints, output_size):
        """
        Tramsforms an expression to z3
        :param expr: str
        :param constraints: list of constraints
        :return: int
        """
        # to z3 expression
        expr = self.to_z3(expr)
        # initialise solver
        solver = z3.Solver()
        # output variable
        output = z3.BitVec("o", output_size)

        solver.add(expr == output)

        # add constraints
        for c in constraints:
            solver.add(c)

        # check sat
        assert (solver.check() == z3.sat)
        # parse output
        ret = solver.model()[output].as_long()

        return ret 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def compute_reaching_states(bv, mlil, from_bb, to_bb, states):
    visitor = ConditionVisitor(bv)
    path = next(dfs_paths_backward(from_bb, to_bb))
    reaching_conditions = []
    cond = None
    for edge in path:
        terminator = edge.source[-1]
        # assert terminator.operation == MediumLevelILOperation.MLIL_IF
        if terminator.operation == MediumLevelILOperation.MLIL_IF:
            cond = terminator.condition
            if cond.operation == MediumLevelILOperation.MLIL_VAR:
                cond = mlil.get_var_definitions(cond.src)[0].src
            condition = visitor.visit(cond)
            if edge.type == BranchType.TrueBranch:
                reaching_conditions.append(condition)
            else:
                reaching_conditions.append(z3.Not(condition))

    solver = z3.Solver()
    for condition in reaching_conditions:
        solver.add(condition)

    reaching_states = set()
    if cond.operation == MediumLevelILOperation.MLIL_VAR:
        cond = mlil.get_var_definitions(cond.src)[0].src
    symbolic_state = make_variable(cond.left.src)
    for state in states:
        solver.push()
        solver.add(symbolic_state == state)
        if solver.check() == z3.sat:
            reaching_states.add(state)
        solver.pop()
    return list(reaching_states) 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def isSatisfiable(self):
    r = self.solver.check()
    if r == z3.sat:
      return True
    elif r == z3.unsat:
      return False
    else:
      raise ValueError("got neither sat nor unsat from solver") 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def _batch_eval(self, exprs, n, extra_constraints=(), solver=None, model_callback=None):
        global solve_count

        result_values = [ ]

        if len(extra_constraints) > 0 or n != 1:
            solver.push()
        if len(extra_constraints) > 0:
            solver.add(*extra_constraints)

        for i in range(n):
            solve_count += 1
            l.debug("Doing a check!")
            if solver.check() != z3.sat:
                break
            model = solver.model()

            # construct results
            r = [ ]
            for expr in exprs:
                if not isinstance(expr, (numbers.Number, str, bool)):
                    v = self._primitive_from_model(model, expr)
                    r.append(v)
                else:
                    r.append(expr)

            # Append the solution to the result list
            if model_callback is not None:
                model_callback(self._generic_model(solver.model()))
            result_values.append(tuple(r))

            # Construct the extra constraint so we don't get the same result anymore
            if i + 1 != n:
                if len(exprs) == 1:
                    solver.add(exprs[0] != r[0])
                else:
                    solver.add(self._op_raw_Not(self._op_raw_And(*[(ex == ex_v) for ex, ex_v in zip(exprs, r)])))
                model = None

        if len(extra_constraints) > 0 or n != 1:
            solver.pop()

        return result_values 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def evaluate(self, gstate):
        stack_len_start = len(gstate.mstate.stack)
        self.pre_evaluate(gstate)
        if gstate.halt:
            return

        instr = gstate.environment.disassembly.instruction_list[gstate.mstate.pc]
        instr_address = instr['address']


        op = instr['opcode']
        match = re.match(r'^(PUSH|DUP|LOG|SWAP)\d{1,2}', op)
        op = match.group(1) if match else op
        eval_func = getattr(self, op, None)
        if eval_func is None:
            raise SVMRuntimeError(f'op evaluator not found: {op}')

        active_account = gstate.wstate.address_to_account[gstate.environment.active_address]
        current_func = '?'  if gstate.wstate.trace is None else gstate.wstate.trace
        arg = instr.get('argument', '')
        arg = (arg[0:10] + '..') if len(arg) > 12 else arg.ljust(12)
        logging.debug(f'{BColors.BLUE}{BColors.BOLD}OP{BColors.ENDC} '
                      f'{op.ljust(12)}\t'
                      f'{arg},\t'
                      f'addr={instr_address},\t'
                      f'pc={gstate.mstate.pc},\t'
                      f'contract={active_account.contract.name}\t'
                      f'func={current_func}\t'
                      f'sender={gstate.environment.sender}')
        arglist = inspect.getargspec(eval_func).args
        try:
            stack_args = [gstate.mstate.stack.pop() for arg in arglist[2:]]
            res = eval_func(gstate, *stack_args)
            gstate.mstate.pc += 1
            stack_len_stop = len(gstate.mstate.stack)
            self.op_to_stack_len[op] = (stack_len_stop - stack_len_start)
            return res
        except Exception as e:
            s = z3.Solver()
            s.add(gstate.wstate.constraints)
            if s.check() == z3.sat:
                raise e 

# 需要導入模塊: import z3 [as 別名]
# 或者: from z3 import sat [as 別名]
def run(output):
    ast = parse_input(options['hash'])
    variables = {}  # map from names to z3_vars
    z3_expression = ast.convert_to_z3(variables)

    solver = z3.Solver()
    if options['target_type'] == 'image':
        solver.add(options['image'] == z3_expression)
    elif options['target_type'] == 'preimage':
        # extract and validate the user-provided preimage
        preimage = options['preimage']
        var_defs = preimage.split(',')
        variable_values = {}
        if len(var_defs) < len(variables):
            raise ValueError('Not enough preimage values given for all variables used in the equation')
        for var_def in var_defs:
            try:
                variable_name, value = var_def.split('=', 1)
            except ValueError:
                raise ValueError('Invalid syntax for preimage values')
            variable_name = variable_name.strip()
            if variable_name in variable_values:
                raise ValueError('Multiple preimage values given for variable "%s"' % variable_name)
            try:
                value = int(value)
            except ValueError:
                raise ValueError('Preimage value "%s" for variable "%s" is not an integer' % (value, variable_name))
            variable_values[variable_name] = value
        for variable_name in variables:
            if variable_name not in variable_values:
                raise ValueError('Preimage value not given for variable "%s"' % variable_name)

        # we have a preimage but we want an image to set z3_expression equal to for solving
        # so we set a new variable equal to z3_expression, provide the preimage values,
        #  and then ask Z3 to solve for our new variable
        target_var = z3.BitVec('__v', ast.target_width)
        sub_solver = z3.Solver()
        sub_solver.add(target_var == z3_expression)
        for variable in variables:
            sub_solver.add(variables[variable] == variable_values[variable])
        assert sub_solver.check() == z3.sat  # this should always hold, since the target var is unbounded
        solution = sub_solver.model()
        target_value = solution[target_var]

        # we can now set z3_expression equal to the appropriate image
        solver.add(target_value == z3_expression)
        # and also prevent the preimage values being generated as a solution
        solver.add(z3.Or([var() != solution[var] for var in solution if var.name() != '__v']))

    solutions = []
    while solver.check() == z3.sat and len(solutions) < options['n_collisions']:
        solution = solver.model()
        solutions.append(solution)
        # prevent duplicate solutions
        solver.add(z3.Or([var() != solution[var] for var in solution]))

    output.output(solutions)