The Coulombic systems and , , and placed in a magnetic field $B \gtrsim 10^{11} {G}$ are studied. It is demonstrated a theoretical existence of the exotic ion for in parallel configuration (the magnetic field is directed along internuclear axis) as optimal as well as its excited states . As for the exotic ion it is shown that in spite of strong electrostatic repulsion of particles this ion can also exist for $B \gtrsim 100 {a.u.} (= 2.35\times 10^{11} {G})1\si_g1\pi_u, 1\delta_g$. Upon appearance both ions are unstable towards dissociation with in the final state but with very large lifetime. However, at a.u. the ion becomes stable, while at a.u. the ion becomes stable. With a magnetic field growth, both exotic ions become more and more tightly bound and compact, their lowest rotational and vibrational energies grow. At the edge of applicability of non-relativistic approximation, $B \sim 4.414 \times 10^{13}(H-He-H)^{3+}(He-H-He)^{4+}Li_2^{5+}$ in parallel configuration may also occur.

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