“…-The sensitivity de ned as the ratio of surface temperature change to the TOA (longwave) emittance change, the same as the change in planetary shortwave absorption, hence S = ΔT S / ΔLW space = ΔT S /ΔSW Abs , the energy budget values of case 1 in Table 1 Further variability cases (details not shown). Additional energy budget estimates have been performed on the zonal (polar vs. tropical) conditions, on the glacial-interglacial conditions [5], on atmospheric absorption increases effecting the surface temperature to rise by 10 and 20°C (as further variations of case 2), changing of the insolation by -4 % and + 5.5 % (as further variations of case 1), changing of the insolation by 4 % and simultaneously of the absorption with an additional 6°C-effect (coupling cases 1 and 2), and representing the faint young Sun conditions (low insolation, high surface temperature, high pCO2, low pO2, partly low continental coverage). -The energy budget estimates are again well re ected by the absorbing particle densities in the density scheme (i.e.…”