QCD in Regge asymptotics can be formulated as a semi-classical boundary EFT of static color sources localized on a two-D surface and dynamical "wee" gauge fields in the bulk. We outline key features of this Color Glass Condensate EFT such as the classical solutions,  its connections to Reggeon Field Theory,  and powerful RG equations that describe the evolution of correlators of null WIlson lines in the EFT.