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We study the general Jordan type of standard graded Artinian Gorensteinalgebras, it is a finer invariant than Weak and Strong Lefschetz properties forthose algebras. We prove that their Jordan types are determined by the rank ofcertain Mixed Hessians. We give a description of the possible Jordan types foralgebras of low socle degree and low codimension.

The Jordan type of graded Artinian Gorenstein algebras