Can molpro write out normalized orbital coefficients?

[Creon Levit]

Is there a way to get from molpro natural orbital coefficients with a 
separate value for each primitive, with that primitive's 
normalization factor and contraction coefficient multiplied in? 
(i.e. rather than one number per contracted basis function, I want N 
different numbers with the contraction coefficients and all the 
factors of (pi/alpha)^(3/4) (for 1s) etc. multiplied in.