




'''simple docstring'''
import itertools
def 							snake_case_    (  a__						:      Tuple     ):



    """simple docstring"""




    return (
        int("""""".join(combination[0:2]     )     ) * int("""""".join(combination[2:5]     )     )
        == int("""""".join(combination[5:9]     )     )
    ) or (
        int("""""".join(combination[0]     )     ) * int("""""".join(combination[1:5]     )     )
        == int("""""".join(combination[5:9]     )     )
    )
def 							snake_case_    (  ):



    """simple docstring"""




    return sum(
        {
            int("""""".join(pandigital[5:9]     )     )
            for pandigital in itertools.permutations("""123456789"""     )
            if is_combination_valid(a__     )
        }     )


if __name__ == "__main__":
  print(solution())










'''simple docstring'''
def 							snake_case_    (  a__						:      List[str]       ,a__						:      Optional[int]     ):



    """simple docstring"""




    __lowercase     							=		(boundary[1] - boundary[0]) / steps
    __lowercase     							=		boundary[0]
    __lowercase     							=		boundary[1]
    __lowercase     							=		make_points(a__       ,a__       ,a__     )
    __lowercase     							=		0.0
    y += (h / 3.0) * f(a__     )
    __lowercase     							=		2
    for i in x_i:
        y += (h / 3) * (4 - 2 * (cnt % 2)) * f(a__     )
        cnt += 1
    y += (h / 3.0) * f(a__     )
    return y
def 							snake_case_    (  a__						:      Optional[Any]       ,a__						:      List[str]       ,a__						:      Optional[Any]     ):



    """simple docstring"""




    __lowercase     							=		a + h
    while x < (b - h):
        yield x
        __lowercase     							=		x + h
def 							snake_case_    (  a__						:      List[Any]     ):  # enter your function here



    """simple docstring"""




    __lowercase     							=		(x - 0) * (x - 0)
    return y
def 							snake_case_    (  ):



    """simple docstring"""




    __lowercase     							=		0.0  # Lower bound of integration
    __lowercase     							=		1.0  # Upper bound of integration
    __lowercase     							=		1_0.0  # define number of steps or resolution
    __lowercase     							=		[a, b]  # define boundary of integration
    __lowercase     							=		method_a(a__       ,a__     )
    print(f'y = {y}'     )


if __name__ == "__main__":
  main()




