  If the gradient of a probability distribution on a landscape of vacua aligns
with the variation of some fundamental parameter, the parameter may be likely
to take some non-generic value. Such non-generic values can be associated to
critical boundaries, where qualitative changes of the landscape properties
happen, or an anthropic bound is located. Assuming the standard volume-weighted
and the local probability measures, we discuss ordered landscapes which can
produce several types of the aligned probability gradients. The resulting
values of the gradients are defined by the "closeness" of a given vacuum to the
highest- or the lowest-energy vacuum. Using these ingredients we construct a
landscape scanning independently the Higgs mass and the cosmological constant
(CC). The probability gradient pushes the Higgs mass to its observed value,
where a structural change of the landscape takes place, while the CC is chosen
anthropically.
