A model that has been used succesfully to explain the interaction between magnetization clouds in dilute Pd Fe and Pt Fe alloys is extended to include the temperature dependence. The resulting magnetization clouds are determined by a temperature dependent enhancement factor Γ which is related to the susceptibility by χ = χ 0/(1-Γ), where χ 0 is the unenhanced atomic susceptibility. We obtained expressions for the free energy and for the specific heat associated with a magnetization cloud. We give a prediction for the specific heat of the clouds in Pt Fe and Pd Fe calculated from the experimental susceptibilities. The model, applied to the pure material, predicts a Curie-Weiss behavior at high temperatures which extrapolates to the actual experimental value of the susceptibility at T = 0. This is indeed verified in Pt and Pd. Applying the same model to Ni using a Stoner type rigid band model, it is possible to calculate the extrapolated value at T = 0 of the high temperature Curie-Weiss susceptibility from the experimental values of the electronic heat coefficient, the observed magnetic moment, and the high field susceptibility. The value obtained from this calculation differs from the experimental value by twelve percent.