Leading-order hadronic contribution to the electron and muon g-2

I present a new data driven update of the hadronic vacuum polarization effects for the muon and the electron g-2. For the leading order contributions I find a_mu[LO VP]=(688.57 +/-4.28)[688.91+/-3.52] 10^{-10} based on e+e- data [incl. tau data], a_mu[VP NLO]= (-9.92+/- 0.10) 10^{-10} and a_mu[VP NNLO]= (1.23+/- 0.01) 10^{-10} for the muon, and a_e[VP LO]=(185.11+/- 1.24) 10^{-14}, a_e[VP NLO]=(-22.15+/- 0.16) 10^{-14} and a_e[VP NNLO]=(2.80+/- 0.02) 10^{-14} for the electron. A problem with vacuum polarization undressing of cross-sections (time-like region) is addressed. I also add a comment on properly including axial mesons in the hadronic light-by-light scattering contribution. My estimate here reads a_mu[a_1,f_1',f_1] = ({ 7.51 +/- 2.71}) 10^{-11}. With these updates a_mu [exp]-a_mu [the]=(31.0+/- 8.2) 10^{-10} a 3.8 sigma deviation, while a_e [exp]-a_e [the]=(-1.14+/- 0.82) 10^{-12} shows no significant deviation