  Motivated by the successful application of MCRG in momentum space to $\lambda
\phi^4_3$ we determine the critical exponents at the crumpling transition in
fixed triangulated surfaces. The results are still tentative, but suggest that
$-1.0\ge \eta \ge -1.3$, pointing at a value for the fractal Hausdorff
dimension at the crumpling transistion fixed point somewhere between 3 and 4.
