program yukicoder_2441
  use, intrinsic :: iso_fortran_env
  implicit none
  integer(int32), parameter :: n = 2
  integer(int32) :: m(n, n)
  read(input_unit, *) m(1, :), m(2, :)
  m(:, :) = pow_mat(n, m, 3)
  write(output_unit, '(*(i0, 1x))') m(1, :)
  write(output_unit, '(*(i0, 1x))') m(2, :)
contains
  pure recursive function pow_mat(n, mat, p) result(res)
    integer(int32), intent(in) :: n, mat(n, n)
    integer(int32), intent(in) :: p
    integer(int32) :: res(n, n)
    integer(int32) :: i, j, k
    if (p == 0) then
       res(:, :) = 0
       do i = 1, n
          res(i, i) = 1
       end do
       return
    end if
    !> p /= 0
    if (iand(p, b'1') == 0) then
       res(:, :) = pow_mat(n, matmul(mat, mat), p / 2)
    else
       res(:, :) = matmul(mat, pow_mat(n, mat, p - 1))
    end if
  end function pow_mat
end program yukicoder_2441