  Algorithm and code to produce sequences whose members obey Gaussian
distribution function is reported. Discreet and limited number of groups are
defined in the distribution function, where each group is represented only with
one value instead of a range of value. The produced sequences are also checked
back whether they still fit the discreet distribution function. Increasing of
number of particles N increases the value of correlation coefficient R^2, but
increasing number of groups M reduces it. Value R^2 = 1 can be found for N =
1000000 at least with M = 5000$ and for M = 10 at least with N = 1000.
