The double photoionization of Mg has been studied experimentally and theoretically in a kinematic where the two photoelectrons equally share the excess energy. The observation of a symmetrized gerade amplitude, which strongly deviates from the Gaussian ansatz, is explained by a two-electron interference predicted theoretically, but never before observed experimentally. Similar to the Cooper minima in the single photoionization cross section, the effect finds its origin in the radial extent and oscillation of the target wave function. DOI: 10.1103/PhysRevLett.110.083001 PACS numbers: 32.80.Fb The effect of the target orbital on the photoionization cross section in the form of the Cooper minimum has long been established [1] and commonly used to obtain information on the electronic structure in the gas phase [2] as well as in condensed matter [3,4]. The Cooper minimum, observed for all the orbitals with a number of nodes n À ' À 1 > 0, is determined by the vanishing radial overlap between the photoelectron wave function and the target orbital. Generally there are the two photoionization channels with photoelectron angular momenta ' AE 1, the node in the stronger channel is offset by a nonvanishing contribution in the weaker channel. The situation is much more complicated in double photoionization (DPI) where there are no simple bounds on the individual photoelectron angular momenta ' 1 and ' 2 other than coupling to the total angular momentum of the pair, and a large number of radial integrals contribute to the total integrated photoionization cross section. Hence, there is no simple analogue of the Cooper minimum in DPI.Nevertheless, a strong effect of the target electronic structure was observed in calculations of the angular correlation pattern in the two-electron continuum [5]. It has been shown that (i) for a given symmetry of the electron pair the angular correlation of DPI mimics the angular distribution of an e-impact ionization of the corresponding ion and (ii) the amplitudes of these processes are strongly determined by the radial extent and oscillations of the target orbital of the singly charged ion. In the case of the Cooper minimum, the contributions of the positive and negative oscillations of the target orbital cancel each other in the real and scalar quantity (the dipole radial integral). In the case of DPI, these contributions add up as complex and angular dependent amplitudes. They do not vanish entirely, but display an intricate interference pattern.For a long time, investigation of DPI was focused on the He atom, the simplest two-electron system [6][7][8]. Because of a nodeless 1s target orbital, the dynamic DPI amplitude of this process (also known as correlation factor [9]) showed a very simple Gaussian shape. Alkaline-earth-metal atoms (Be, Mg, Ca, Sr) are ''quasi-two-electron'' systems with the outermost orbitals characterized by one or more nodes and represent the most suitable candidates for extending the investigation of DPI beyond He. The theoretical DPI cross section of Be and hea...