  The three renormalization-group-accessible three-loop coefficients of powers
of logarithms within the \bar{MS} series momentum-space for the QCD static
potential are calculated and compared to values obtained via asymptotic
Pad\'e-approximant methods. The leading and next-to-leading logarithmic
coefficients are both found to be in exact agreement with their asymptotic
Pad\'e-predictions. The predicted value for the third RG-accessible coefficient
is found to be within 7% relative |error| of its true value for n_f leq 6, and
is shown to be in exact agreement with its true value in the n_f \to \infty
limit. Asymptotic Pad\'e estimates are also obtained for the remaining
(RG-inaccessible) three-loop coefficient. Comparison is also made with recent
estimates of the three-loop contribution to the configuration-space
static-potential function.
