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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def get_symmetric_site(self, point, cartesian=False):
 """ This method uses symmetry operations to find equivalent sites on both sides of the slab. Works mainly for slabs with Laue symmetry. This is useful for retaining the non-polar and symmetric properties of a slab when creating adsorbed structures or symmetric reconstructions. Arg: point: Fractional coordinate. Returns: point: Fractional coordinate. A point equivalent to the parameter point, but on the other side of the slab """


        sg = SpacegroupAnalyzer(self)
        ops = sg.get_symmetry_operations(cartesian=cartesian)

        # Each operation on a point will return an equivalent point.
        # We want to find the point on the other side of the slab.
        for op in ops:
            slab = self.copy()
            site2 = op.operate(point)
            if "%.6f" % (site2[2]) == "%.6f" % (point[2]):
                continue

            # Add dummy site to check the overall structure is symmetric
            slab.append("O", point, coords_are_cartesian=cartesian)
            slab.append("O", site2, coords_are_cartesian=cartesian)
            sg = SpacegroupAnalyzer(slab)
            if sg.is_laue():
                break
            else:
                # If not symmetric, remove the two added
                # sites and try another symmetry operator
                slab.remove_sites([len(slab) - 1])
                slab.remove_sites([len(slab) - 1])

        return site2