  We consider 1+1 field generalization of the elliptic Calogero-Moser model. It
is shown that the Lax connection satisfies the classical non-ultralocal
$r$-matrix structure of Maillet type. Next, we consider 1+1 field analogue of
the spin Calogero-Moser model and its multipole (or multispin) extension.
Finally, we discuss the field analogue of the classical IRF-Vertex
correspondence, which relates utralocal and non-ultralocal $r$-matrix
structures.
