wow... (was some intriging articles)

[Brian Cox]

pipul [pipul36@... (/group/asc2k/post?postID=urGVVtVF6Ry8zWC3fwvysf3pWxjLoUGT5ji4I7 DVu7NbN6wSp_LBYnCoeLG5vimnCOhYnxFY1OQXo0M)] just posted:

http://smphillips.8m.com/html/articles.html


---

Excerpt from article 12:

"The latter is exhibited also in the 32 notes above the fundamental
up to the perfect fifth of the fifth octave, which has a tone ratio
of 24".

---

Excerpt of my post yesterday:

"if you have a musical note vibrating at say A=440Hz...If you add
an upper harmonic of 21120Hz (a musical perfect 5th, 5 octaves
higher than the A pitch, theoretically beyond our hearing range)
then that upper harmonic will modulate the original 440Hz note,
causing fluctuations that we can perceive, even if we cant perceive
the higher octave pitch causing it."


This idea of "perfect 5th 5 octaves higher" was just something
i used randomly as an example for sympathetic resonance, and now
i go check out this link...i was drawn to article 12 first...
and saw this within the first minute of reading this.
This is some interesting stuff, correlating the tree of life,
superstring theory, and music.

coincidence?

-bcox

[Brian Cox]

another wow...this is incredibly interesting.

i noticed the other day (and told mark ruenes about it,
then totally forgot) that if you take the mayan tzolkin
calendar and substitute chromatic musical notes for
the numbers, then you get a pattern where all the
diagonals going one way are perfect musical 4ths,
and going the other way are perfect musical 5ths.

the tzolkin calendar is based on the vibrations
of 13 and *20*.

in article 12 of the link that pipul just posted...look
at figure 3.

it takes pythagoras's tetractys and extrapolates
it to a whole tetrahedron, (the tetractys is the
geometric construct that the ancient greeks used
to work out the exact frequences of the diatonic
music scale).

anyway, this whole tetrahedron has *20* numbers
on it..check out the figure...all based on the first
3 powers of 1, 2, 3, and 4. (4 is another tzolkin cycle)

anyway..if you take one face of this tetrahedron and
take the diagonal...one direction you get musical
perfect 5ths (3/2 ratios) and the other direction
you get musical perfect 4ths (4/3 ratios)...just
like the mayan tzolkin!

maybe the tzolkin is a two dimensional representation
of the three dimesional tetrahedron built on the
tetractys, or platonic lambda!

i need to read all these articles...all of this is
just in the first 2 or 3 pages i've read...

if anyone can read these articles and help me
work out some of these ideas, i would highly
appreciate it.

i know david said he doesnt have time to read
any books right now, but i feel intuitively that these
articles by Dr. Stephen M. Phillips might be very important
for his research.

-brian


-----Original Message-----
From: Brian Cox [mailto:brian.cox@... (/group/asc2k/post?postID=-Zor5KpwM9Py1OfDdw4TYzsb1MDhRIm8MDjcqcPQs4yDKVWPzDr pqbScoEe7kx5-y49mQ0Kx2VE2JmU)]
Sent: Thursday, June 05, 2003 4:54 PM
To: asc2k@yahoogroups.com (/group/asc2k/post?postID=1AS3ZcZUnUNEvYUeVUTT5qIKBJhbbIhVEksSJ_ ZRGXf9Ys8puewd9ou5_fgEL4-ILoGkEsPRujL9gEyQV4Kg)
Subject: wow... (was [asc2k] some intriging articles)




pipul [pipul36@... (/group/asc2k/post?postID=hX1xPAaGZjKraRGyBIezBUUByuBHVPjgFJqBuH ID7DJgQRyJyhkN0p0DezQ87GKkU5yyenOhIXoX)] just posted:

http://smphillips.8m.com/html/articles.html




[Non-text portions of this message have been removed]

[Nelson]

Brian,

Sorry for my late reply-----sometimes too much data and too little time. I
have not yet visited the links you suggested, but will do that next. I just
wanted to pass to you a couple excellent books which goes into detail the
Maya/Tzolkin table-------"The Mayan Factor, Path Beyond Techonlogy, by Jose
Arguellas; and "Maya Cosmogenesis 2012", by Jenkins.

Much of what you discuss is also showing up in the geometry of crop
formations.....would be glad to discuss more privately if your interested.

Dwight