 One can interpret equations \(\eqref{Higgs}\) and \(\eqref{cosmo_constant}\) as suggesting that the actual physical values of the Higgs mass and the cosmological constant are much smaller than the values that one would expect for them in the framework of the Standard Model. Notably, if the Higgs mass were of order of the cut-off \(\Lambda\), e.g., the Planck scale, and if the cosmological constant were of order \(\Lambda^4\), the bare parameters would not need to be fixed to many digits in order for the physical parameters to have their respective orders of magnitude, which means that the physical values would be natural. Thus, assuming naturalness and the validity of our currently best physical theories up to the Planck scale, one would expect values for the Higgs mass and the cosmological constants of the same order of magnitude as their vacuum contributions, i.e., values much larger than the actual ones.