First of all you have to look at the number of adsorbate molecules. A monte carlo cycle in raspa is defined as min(20, N) where N is the number of adsorbate molecules. So if there are more molecules in the simulation cell than you simply have more moves per cycle.
Then you say, that computational expense of one cycle should scale approx. with N^2 because you have to evaluate the energies.
Does this help?
Then you say, that computational expense of one cycle should scale approx. with N^2 because you have to evaluate the energies.
Does this help?