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We construct all SU_L(3)*SU_R(3) chirally invariant anomalous magnetic, i.e.involving a Pauli tensor and one-derivative, interactions of onechiral-[(8,1)+(1,8)] meson field with chiral-[(6,3)+(3,6)],[(3,\bar3)+(\bar3,3)], and [(8,1)+(1,8)] baryon fields and their "mirror"images. We find strong chiral selection rules: e.g. there is only oneoff-diagonal chirally symmetric anomalous magnetic interaction between J=1/2fields belonging to the [(6,3)+(3,6)] and the [(3,\bar3)+(\bar3,3)] chiralmultiplets. We also study the chiral selection rules for the anomalous magneticinteractions of the [(3,\bar3)+(\bar3,3)] and the [(8,1)+(1,8)] baryon fields.Again, no diagonal and only one off-diagonal chiral SU_L(3)*SU_R(3) interactionof this type is allowed, that turns out also to conserve the U_A(1) symmetry.We calculate the F/D ratios for the baryons' anomalous magnetic momentspredicted by these interactions in the SU(3) symmetry limit and find that onlythe [(6,3)+(3,6)]-[(3,\bar3)+(\bar3,3)] one, reproduces F/D=1/3, in closeproximity to the value extracted from experiment.

Baryons with U_L(3)*U_R(3) Chiral Symmetry IV: Interactions with Chiral (8,1)+(1,8) Vector and Axial-vector Mesons and Anomalous Magnetic Moments