  The non-equilibrium densities of nonlocal mass-energy are self-governed by
kinetic stresses toward quasi-equilibrium sub-configurations. System energy
integral of continuous matter-extension coordinates its adaptive densities on
each hierarchic level of structural sub-organizations. The logarithmic
potential for metric fields, kinetic densities, and local stresses in the
nonlocal distribution of mass-energy corresponds to the Shannon fundamental
limit for information rates. The phenomenological pulls of Newtonian gravity
can be quantitatively replaced by volume kinetic pushes from local stresses of
continuous space-matter with moving inertial densities. Thus, the observable
phenomenon of gravitation between volumetric parts of distributed mass-energy
is interpreted in this Cartesian nonlocality of self-governed material space
through correlated accelerations of continuous kinetic densities with local
inertia. The gravitational palliative of negative potentials is replaced with
the monistic approach to Cartesian matter through always positive kinetic
mass-energy.
