Based on the Mubarakzyanov's classification of four-dimensional real Lie Algebras, we classify ten-dimensional Exceptional Drinfel'd Algebras (EDA). The classification is restricted to EDAs whose maximal isotropic (geometric) subalgebras cannot be represented as a product of a 3D Lie algebra and a 1D abelian factor. We show that all obtained EDAs are inequivalent and conclude that there are no Nambu-Lie U-dualities between 11D supergravity backgrounds within 10D EDAs.