A new member & the Nineveh constant

[Jim Bowles]

hi all,

i'm a new member and was perusing the ascension2000 website and came onto
reference to the nineveh constant. uk author colin wilson had asked me about
it some while age and in looking at it i saw that it can be rewritten in
terms of prime numbers as follows,

195,955,200,000,000 = (2 ^15) x (3^7) x (5^8) x 7

what does this mean? i have no idea, but i'd be inclined to think that the
prime numbers 2, 3, 5 & 7 or the powers 15, 7 & 8 are more significant than
any of the multiple factors that can be derived. just a thought!

(^ meaning raised to the power) jimb

[David Wilcock]

<table>
><font face="tahoma" size="2">from: jim bowles [mailto:jimbow1@mindspring.com]
</font><tt>hi all,

i'm a new member and was perusing the ascension2000 website and came onto
reference to the nineveh constant. uk author colin wilson had asked me about
it some while age and in looking at it i saw that it can be rewritten in
terms of prime numbers as follows,

195,955,200,000,000 = (2 ^15) x (3^7) x (5^8) x 7

what does this mean? i have no idea, but i'd be inclined to think that the
prime numbers 2, 3, 5 & 7 or the powers 15, 7 & 8 are more significant than
any of the multiple factors that can be derived. just a thought!

(^ meaning raised to the power) jimb

<span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">[david wilcock]you bring up some very interesting points here. of course, nineveh is a harmonic number and there are many different ways to express them. what you've done is show even more clearly how it factors out. </font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">now i'd be interested in seeing what you can do with the wilcock constant. expressed in seconds, it is: </font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">70543872e&#43;15</font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">in harmonics you can work with the central number without the zeros and then just expand it out from there - though i'm not sure how that would work with the exponential numbers. </font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">there is good synchronicity in the timing of your post as i have just finished reading john michell's book "the dimensions of paradise" again, and he was showing all sorts of wonderful number gymnastics that will undoubtedly be making it into the final edit of ciii. </font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">another question: what is your background that led wilson to ask you about the number? and have you seen any of jerry iuliano's material on the harmonics of quantum physics? </font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">peace be with you -</font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2"></font></span></tt>
><tt><span class="080340916-04102001"><font face="arial" color="#0000ff" size="2">- david</font></span>
>


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