Classification of some 3-subgroups of the finite groups of Lie type E6

We consider the finite exceptional group of Lie type G=E6ε(q) (universal version) with 3|q−ε, where E6+1(q)=E6(q) and E6−1(q)=2E6(q). We classify, up to conjugacy, all maximal-proper 3-local subgroups of G, that is, all 3-local M