  There are two basic number sequences which play a major role in the prime
number distribution. The first Number Sequence SQ1 contains all prime numbers
of the form 6n+5 and the second Number Sequence SQ2 contains all prime numbers
of the form 6n+1. All existing prime numbers seem to be contained in these two
number sequences, except of the prime numbers 2 and 3. Riemanns Zeta Function
also seems to indicate, that there is a logical connection between the
mentioned number sequences and the distribution of prime numbers. This
connection is indicated by lines in the diagram of the Zeta Function, which are
formed by the points s where the Zeta Function is real. Another key role in the
distribution of the prime numbers plays the number 5 and its periodic
occurrence in the two number sequences SQ1 and SQ2. All non-prime numbers in
SQ1 and SQ2 are caused by recurrences of these two number sequences with
increasing wave-lengths in themselves, in a similar fashion as Overtones
(harmonics) or Undertones derive from a fundamental frequency. On the contrary
prime numbers represent spots in these two basic Number Sequences SQ1 and SQ2
where there is no interference caused by these recurring number sequences. The
distribution of the non-prime numbers and prime numbers can be described in a
graphical way with a -Wave Model- (or Interference Model) -- see Table 2.
