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We generalize here our general procedure for constructing constant curvaturemaps of 2-spheres into Grassmannian manifolds G(m,n) this time concentratingour attention on maps which are non-holomorphic. We present some expressionsdescribing these solutions in the general case and discuss how to use theseresults to construct solutions of constant curvature. We also discuss possiblevalues of this constant curvature.

Constant curvature solutions of Grassmannian sigma models: (2) Non-holomorphic solutions