n=100 (mcfull_n100.out): D_n = sum_i |E N_i - e^(-i/n)| = 2.161   (sum of Monte Carlo standard errors 0.032)
      D_n/n = 0.02161;  Kolmogorov distance between Lambda/n and Exp(1) (on the lattice i/n) = 0.00995;  1/n = 0.01000
      checks: sum_i E N_i = 99.0000 (exact n-1 = 99),  sum_i i E N_i = 9900.0 (exact n(n-1) = 9900)
n=400 (mcfull_n400.out): D_n = sum_i |E N_i - e^(-i/n)| = 2.177   (sum of Monte Carlo standard errors 0.200)
      D_n/n = 0.00544;  Kolmogorov distance between Lambda/n and Exp(1) (on the lattice i/n) = 0.00250;  1/n = 0.00250
      checks: sum_i E N_i = 398.9999 (exact n-1 = 399),  sum_i i E N_i = 159599.1 (exact n(n-1) = 159600)
