[en] Based on the color dipole representation, consequences for the γ*γ*, γ*γ scattering of the finding by Fadin, Kuraev, and Lipatov are investigated that the incorporation of asymptotic freedom into the BFKL equation makes the QCD pomeron a series of isolated poles in the angular momentum plane. The emerging color dipole BFKL- Regge factorization allows to relate in a model-independent way the contributions of each BFKL pole to the γ*γ*, γ*γ scattering and the deep inelastic scattering on protons. Numerical predictions based on early work on the color dipole BFKL phenomenology of the deep inelastic scattering on protons gives a good agreement with the recent experimental data from OPAL and L3 experiments at LEP200. The role of nonperturbative dynamics is discussed and an effect of the Regge factorization breaking due to large unfactorable nonperturbative corrections to the perturbative vacuum exchange is predicted