  Analyzing recent ALICE data on inelastic pp scattering at the LHC energies we
show that charged particle distributions exhibit geometrical scaling (GS). We
show also that the inelastic cross-section is scaling as well and that in this
case the quality of GS is better than for multiplicities. Moreover, exponent
$\lambda$ characterizing the saturation scale is for the cross-section scaling
compatible with the one found in deep inelastic ep scattering at HERA. Next, by
parametrizing charged particles distributions by the Tsallis-like formula, we
find a somewhat unexpected solution that still exhibits GS, but differs from
the "standard" one where the Tsallis temperature is proportional to the
saturation scale.
