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The Fourier transform of a symmetric atom group that is sampled asymmetrically by the reciprocal lattice may be deduced by inspection of the weighted reciprocal lattice. The symmetry of the atom group impresses a pseudo-symmetry on the weighted reciprocal lattice. Superposition of the pseudo-symmetric parts of the lattice gives an increased sampling of the whole Fourier transform, permits recognition of maxima and nodes, and hence provides phase information.