Beurling introduces the generalisation of the primes in the third decade of last century. He said in his work that any positive , increasiy real sequences {ri}∞i=1 with r1 precisely qreatar than one called Beurling  primes the fundamental Furthermore, the series of Beurling integers (or B-integers) could be generated by using the F-T-A. This work adapted the generalization  Balanzarios work “Exampls of the generalised prime system“ where using the sequence of weird numbers to show that size of |N(x) – ax|, a > 0 is always less that the asymptotic behavior of πq(x).