There exist two uniquely defined v = 4 states in systems within a j = 9/2 subshell, which automatically conserve seniority and do not mix with other states. Here I show that the partial conservation of seniority plays an essential role in our understanding of the electric quadrupole transitions of the semimagic nuclei involving j = 9/2 subshells, including the long-lived 8 + isomer in 94 Ru. The effects of configuration mixing from neighboring subshells on the structure of those unique states are analysed. It is shown that a sharp transition from pure seniority coupling to a significant mixture between the v = 2 and v = 4 states may be induced by the cross-orbital nondiagonal interaction matrix elements. Such strong mixture is essential to explain the observed E2 transition properties of N = 50 isotones 96 Pd and 94 Ru.PACS numbers: 21.10. Tg, 21.60.Cs,27.60.+j One of the greatest challenges in nuclear physics is to understand the regular and simple patterns that emerge from the complex nuclear structure. Among those one can mention the shell structure as a consequence of the strong spin-orbit coupling, which is characterized by nucleons occupying orbitals with different lj values. While the original shell model is mostly built upon independent particle motion, the concept of seniority symmetry has been applied implicitly to account for the strong pairing correlation. The seniority quantum number refers to the minimum number of unpaired particles in a single-j shell for a given configuration |j n ; I with total angular momentum I [1]. The seniority coupling has shown remarkable success in describing the spectroscopy and electromagnetic transition properties of semi-magic nuclei restricted to a single j shell. Of particular interest are nuclei that can be well approximated by the seniority coupling in high j orbitals like 0f 7/2 . For heavier systems, we can mention the neutron-rich 70−78 Ni isotopes [2], the N = 50 and 82 [3] isotones in the 0g 9/2 proton subshell, neutron-rich isotopes 134−140 Sn with in the 1f 7/2 subshell [4] as well as 210−218 Pb in the 1g 9/2 neutron subshell [5].Seniority remains a good quantum number within a subshell when j ≤ 7/2. All states in such systems can be uniquely specified by the total angular momentum I and seniority v. The interaction matrix elements have to satisfy a number of constraints in order to conserve seniority when j > 7/2. For a subshell with j = 9/2, where all but one two-body matrix elements conserve seniority, the condition reads [1, 6-10]where V J = j 2 ; J|V |j 2 ; J denotes a two-body matrix element and J the angular momentum of a two-particle * chongq@kth.se state |j 2 . The symmetry is broken for most effective interactions (see, e.g., Ref.[11]) in subshells with j ≥ 9/2 where the eigenstates would be admixtures of states with different seniorities. For a system with n = 4 identical fermions in a j = 9/2 shell, there are three I = 4 (and also I = 6) states, which may be constructed so that one state has seniority v = 2 and the other two have seniority v =...