Reservoir Quality Index (RQI) based on Kozeny-Carman equation as a function (\( f \)) of permeability (\( k \), in mD) and porosity (\( \phi \), in fraction) is given by:
\[
{RQI} = C f(k, \phi)
\]
where, \( C \) is a constant with a value of 0.0314.
If a carbonate reservoir has the permeability of 152 mD and the porosity of 0.18, then the RQI is ........ $\mu m$ (rounded off to two decimal places).