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We express the Aomoto trilogarithm explicitely via classical trilogarithm andinvestigate the algebraic-geometric structures behind this: differentrealuzations of the weight three motivic complexes.  Using this results we give an explicit motivic construction of theGrassmannian 4-logarithm and Borel regulator map for K_7(C).

Geometry of the Trilogarithm and the Motivic Lie Algebra of a Field