On Mon, 16 May 2011 05:55:19 -0000, julienbenney wrote:

> Logically, rather than within centuries, one should look at repeating

> prime numbers over each cycle of thirty, so that one can see how

> often

> the primes of two (or more) consecutive groups of 30 numbers repeats.

> This is because the factors of 2, 3 and 5 occur at the same points

> every thirty numbers (2 times 3 times 5 is thirty).

well, it think you're right, though this opens new questions.

but considering that there is no bound in the search in the "decades"

or

"centuries", these can be multiples of 2,3,5,7, etc.

You just don't have to mention it to "numerologists" or others who

are anchored in the decimal, human-centric number systems and

symbology.

And yes, there are some kinds of repetitions in the cycles of size

6,30,210 etc. since that's how prime numbers are built :-)

My feeling is that the rest is just coincidences and tell us nothing

meaningful.

yg