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We show that generalized orbital varieties for Mirkovic-Vybornov slices canbe indexed by semi-standard Young tableaux. We also check that theMirkovic-Vybornov isomorphism sends generalized orbital varieties to (densesubsets of) Mirkovic-Vilonen cycles, such that the (combinatorial) Lusztigdatum of a generalized orbital variety, which it inherits from its tableau, isequal to the (geometric) Lusztig datum of its MV cycle.

Generalized orbital varieties for Mirkovic-Vybornov slices as affinizations of Mirkovic-Vilonen cycles