Ordering property for unary functions

Let K n be the class of finite structures of the form ( A , f 1 A , . . . , f n A ) where each f i A is a unary function on A. Let CK n be a class of finite structures of the form ( A , f 1 A , . . . , f n A , ≤ A ) with the property that ( A , f 1 A , . . . , f n A ) ∈ K n and ≤ A is a linear ordering on A. We give an example of the Ramsey class CK n which satisfies the ordering property with respect to K n .