Methods and results for calculations of the ground state energy of the bulk system of (sup 3)He atoms are discussed. Results are encouraging: they believe that they demonstrate that their methods offer a solution of the 'fermion sign problem' and the possibility of direct computation of many-fermion systems with no uncontrolled approximations. Nevertheless, the method is still rather inefficient compared with variational or fixed-node approximate methods. There appears to be a significant populations size effect. The situation is improved by the inclusion of 'Second Stage Importance Sampling' and of 'Acceptance/Rejection' adapted to their needs.