“…This is certainly in agreement with the thermodynamically determined entropy of ordering ÁS at T SDW which, in the systems where high temperature specific heat data exist, is relatively small compared to that expected for full local moment ordering (5:76 J=mole K or R ln2 of entropy for a spin 1=2 local moment.) On the other hand, for a fully itinerant magnetic moment, there would be essentially no entropy of ordering at the transition temperature as is observed, e.g., in the itinerant ferromagnet ZrZn 2 , where ÁS $ 0:02 J=mole K (Yelland et al, 2005). Values for ÁS at T SDW for BaFe 2 As 2 (Ba 0:8 K 0:2 Fe 2 As 2 ), SrFe 2 As 2 , EuFe 2 As 2 , and Fe 1:1 Te (obtained by analyzing the published specific heat data) are respectively 0.85 ð0:18 J=mole KÞ (Kant et al, 2010), % 1 J=mole K , 1:5 J=mole K (Jeevan et al, 2008a), and 2:4 J=mole K (Westrum, Chou, and Gronvold, 1959).…”