“…Based on the maxima in χ M versus temperature for 1-X , the temperatures at which magnetic exchange influences the magnetic susceptibility are low enough that only the ground Kramers doublet (i.e., ± M J states) of each uranium ion will be thermally populated. , The dipolar interaction, in such a case, will involve through-space interactions between the magnetic moments of the ground Kramers doublets of each uranium ion, with the strength of the interaction decreasing with larger U···U separations, r , by the relation 1/ r 3 . Dipolar interactions dominate magnetic exchange in many multilanthanide complexes (| J dip | is typically on the order of ∼1–5 cm –1 ) and the magnitude of this exchange is strongly dependent on the orientation of the individual Kramers doublets with respect to each other. ,,− Each uranium(III) center in 1-X likely possesses strongly uniaxial magnetic anisotropy (i.e., g z > g x , g y ) as a result of the strong U–Cp i Pr bonding interaction . In the simplest scenario, each uranium ion possesses a completely axial, and maximal, M J = ± 9/2 ground state ( g x , g y , g z = 0, 0, 6.55); assuming full parallel alignment of the magnetic moments, upper limits for | J dip | for 1-Cl , 1-Br , and 1-I are 0.50, 0.44, and 0.39 cm –1 , respectively (see Supporting Information for details).…”