  The phenomenological nature of a new gravitational type interaction between
two different bodies derived from Verlinde's entropic approach to gravitation
in combination with Sorkin's definition of Universe's quantum information
content, is investigated. Assuming that the energy stored in this entropic
gravitational field is dissipated under the form of gravitational waves and
that the Heisenberg principle holds for this system, one calculates a possible
value for an absolute minimum time scale in nature $\tau=15/16
\frac{\Lambda^{1/2}\hbar G}{c^4}\sim9.27\times10^{-105}$ seconds, which is much
smaller than the Planck time $t_{P}=(\hbar G/c^5)^{1/2}\sim 5.38\times10^{-44}$
seconds. This appears together with an absolute possible maximum value for
Newtonian gravitational forces generated by matter $F_g=32/30\frac{c^7}{\Lambda
\hbar G^2}\sim 3.84\times 10^{165}$ Newtons, which is much higher than the
gravitational field between two Planck masses separated by the Planck length
$F_{gP}=c^4/G\sim1.21\times10^{44}$ Newtons.
