Prime Sequence Numbers PSNs or Prime Ordinals


Another crucial realisation from testing revealed the use of Prime Sequence Numbers to provide the required motifs in the design of event relationships.

Prime Sequence Numbers or Prime Ordinals, are the sequence or ordinal numbers assigned to each of the Prime Numbers, as in the above example for the number 37 :

 

37 is the 12 th Prime Number = P( 12 ) = P12 where 12 is the PSN or Ordinal.

 

Other Prime Numbers and their PSNs :

 

 

When using the values of Prime Numbers in the date arithmetic WMD components, the basic symmetry rule is not satisfied.

 

However, the number of the PSN or Ordinal as in P666 and / or PP666 for example, can be used to represent the underlying natural Prime Number, thereby retaining the basic symmetry design imperative, as follows :


Example 1 : Natural numbers :

From Event #1 to Event #2

= 666 months, 666 weeks, 666 days


Examples 2 and 3 : Natural numbers concealing hidden or occult PSN motifs :

 

Example 2 : 4973 days = P666 days :


From Event #3 to Event #4

= 666 months, 666 weeks, 4973 days

= 666 months, 666 weeks, P666 days

 

 

Example 3 : 48337 days = P( 4973 ) days = PP666 days :

From Event #5 to Event #6

= 666 months, 666 weeks, 48337 days

= 666 months, 666 weeks, P( 4973 ) days

= 666 months, 666 weeks, P( P( 666 )) days

= 666 months, 666 weeks, PP666 days

There is abundant evidence for the use of Prime Sequence Numbers - PSNs, or Prime Ordinals in the date arithmetic between events.

 

 

Next : A Novel Form of Date Arithmetic.