  We show that one-loop corrections with the hidden gauge boson loop preserve
in the low energy limit all the successful tree level predictions of the hidden
local symmetry in the SU(2)${}_L$$\times$SU(2)${}_R$$/$SU(2)${}_V$ chiral
Lagrangian. Most amazingly, the $\rho$ meson dominance of the pion
electromagnetic form factor survives the one-loop corrections at any momentum,
if and only if we take the parameter choice $a=2$. For the choice $a=1$
(``vector limit"), $a$ is not renormalized ($Z_a=1$) and no deviation from
$a=1$ is induced by the loop effects of the hidden gauge bosons. Actually,
$a=1$ is a nontrivial ultraviolet fixed point.
