  This text gives a construction of a differential graded Lie algebra in Nori's
category of effective homological motives. In fact the construction works in
more a general setting than that of an Abelian category. This allows us to give
the rational homotopy Lie algebra of a 1-connected space a motivic structure.
As a consequence the rational homotopy Lie algebra inherits a mixed Hodge
structure and Galois module structure.
