  In this paper we give an alternative construction of a certain class of
Deformed Double Current Algebras. These algebras are deformations of $U({\rm
End}(\Bbbk^r)[x,y])$ and they were initially defined and studied by N.Guay in
his papers. Here we construct them as algebras of endomorphisms in Deligne
category. We do this by taking an ultraproduct of spherical subalgebras of the
extended Cherednik algebras of finite rank.
