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In Hyperspace, Dr. Kaku describes the life of an enterprising young
mathematician from India known as Srinivasa Ramanujan. The equations that
Ramanujan came up with are still considered to be the most important parts
of creating a model for the higher dimensions, including how many dimensions
there must be. If the Octave model of Ra and the ancient mystery schools is
indeed accurate, then the best mathematical proof we could ever hope to find
would be if Ramanujan’s equations also added up to there being eight
dimensions – and this is exactly what we find.
Remember, now, that Ramanujan
is from India, and this is the country where all the Vedic texts were
written, as it was the original host to the Rama Empire. Let us also
remember that the ancient texts have already given us a solution for the
puzzle of how we can integrate five Platonic Solids and the sphere into an
Octave of eight geometries. The mystery only deepens when we learn how
Ramanujan got his information: as Kaku writes, “Ramanujan used to say that
the goddess of Namakkal inspired him with the formulae in dreams.”
In Hyperspace, Dr. Kaku states the following about this exceptional man. It
is not important for us to understand every term that Kaku uses, just the
overall message that he is giving us about what Ramanujan discovered:
Srinivasa Ramanujan was the strangest man in all of mathematics, probably in
the entire history of science. He has been compared to a bursting supernova,
illuminating the darkest, most profound corners of mathematics, before being
tragically struck down by tuberculosis at the age of 33, like Riemann before
him. Working in total isolation from the main currents of his field, he was
able to rederive 100 years’ worth of Western mathematics on his own. The
tragedy of his life is that much of his work was wasted rediscovering known
mathematics. Scattered throughout the obscure equations in his notebooks are
these modular functions, which are among the strangest ever found...
In the work of
Ramanujan, [i.e. the modular functions,] the number 24 (8 x
3) appears repeatedly. This is an example of what mathematicians call magic
numbers, which continually appear where we least expect them, for reasons
that no one understands. Miraculously, Ramanujan’s function also appears in string theory... In string theory, each of the 24 modes in the
Ramanujan
function corresponds to a physical vibration of the string...
When the
Ramanujan function is generalized, the number 24 is replaced by the
number 8. Thus, the critical number for the superstring is 8 + 2, or 10.
This is the origin of the tenth dimension. The string vibrates in ten
dimensions because it requires these generalized Ramanujan functions (based
on the number 8) in order to remain self-consistent. In other words,
physicists have not the slightest understanding of why ten and 26 dimensions
are singled out as the dimension of the string.
[Now read the next sentence carefully, and remember that this is being
spoken by a highly regarded mainstream scientific authority figure:]
It’s as though there is some kind of deep numerology being manifested in
these functions that no one understands...
In the final analysis, the origin of the
ten-dimensional theory is as
mysterious as Ramanujan himself. When asked by audiences why nature might
exist in ten dimensions, physicists are forced to answer, “We don’t know.”
[emphasis added]
As we progress, we will explain why modern physicists have added two more
dimensions to Ramanujan’s elegant eight-dimensional model. But for now we
will continue exploring this front-runner of future science. After years of
seclusion, Ramanujan was finally able to get some attention in the Western
world regarding his abilities. This came about through a letter that
Ramanujan wrote, which found its way to “the brilliant Cambridge
mathematician Godfrey H. Hardy.”
...The letter from the poor Madras clerk contained theorems that were
totally unknown to Western mathematicians. In all, it contained 120
theorems. Hardy was stunned. He recalled that proving some of these theorems
‘defeated me completely.’ He recalled, “I had never seen anything in the
least like them before. A single look at them is enough to show that they
could only be written down by a mathematician of the highest class.
[Interestingly, the number 120 is very fundamental to harmonic theory, as it
represents a musical frequency or vibration. It is very possible that all
120 are important for a unified model, such was the way that Ramanujan’s
mind worked. Since the aether’s behavior is entirely based on vibration, it
is not surprising to see that Ramanujan had 120 theorems in his letter – as
this number has many, many divisors, and thus there is a great deal of
‘vibration’ within the number – which we will explain in later chapters.]
Kaku then describes how the Cambridge mathematician
Hardy and Ramanujan
began working together, and then says,
Unfortunately, neither Hardy nor
Ramanujan seemed interested in the
psychology or thinking process by which Ramanujan discovered these
incredible theorems, especially when this flood of material came pouring out
of his “dreams” with such frequency. Hardy noted, “It seemed ridiculous to
worry him about how he had found this or that known theorem, when he was
showing me half a dozen new ones almost every day." [emphasis added]
Kaku then describes a scene that took place between
Hardy and Ramanujan,
which to the metaphysical reader seems to be a classic case of psychic
power.
Hardy vividly recalled, “I remember going to see him once when he was lying
ill in Putney. I had ridden in taxi - cab No. 1729, and remarked that the
number seemed to be rather a dull one, and that I hoped that it was not an
unfavorable omen. “No,” he replied, “it is a very interesting number; it is
the smallest number expressible as a sum of two cubes in two different
ways.”
(It is the sum of 1x1x1 and 12x12x12, and also the sum of 9x9x9 and
10x10x10.) On the spot, he could recite complex theorems in arithmetic that
would require a modern computer to prove.
[It is quite interesting to note here that 9 and 12 are the fundamental
numbers that we will keep working with in the frequency cycles of our
harmonic Universe.]
INTUITIVE BURNOUT
In the next paragraph, we receive information about Ramanujan’s health. At
first, our inclusion of this information may seem tangential and unrelated
to the point, but actually it is not. It seems that for a person to work
with these higher psychic energies, they need to be extremely well grounded.
The work can take a tremendous toll on their lives, even leading to death.
Always in poor health, the austerity of the war-torn British economy
prevented Ramanujan from maintaining his strict vegetarian diet, and he was
constantly in and out of sanitariums. After collaborating with Hardy for 3
years, Ramanujan fell ill and never recovered. World War I interrupted
travel between England and India, and in 1919 he finally managed to return
home, where he died a year later. (Pg. 176.)
The story of the death of Ramanujan does closely parallel the story of many
psychics. It is quite common in abduction literature, Eastern mystical arts
and psychic circles for vegetarian diets to be a necessary component to
achieving contact with higher dimensions. The author’s own
Higher Self
insists upon this, and in the case of the “awakening” of well-known psychic
Gordon Michael Scallion, he suddenly found that could not eat the foods
outside of the diet without getting violently, physically ill. The
extraterrestrials working with Whitley Strieber told him in the book
Transformation that he would physically die if he didn’t follow the diet
that he was given, which centered around the need to give up refined sugar.
In fact, in We, The Arcturians, a series of channeled works by Dr. Norma Milanovich that closely parallels the material in the
Seth and Ra books, we
find this same information:
The physical bodies need to be tuned occasionally and we find this is the
weakest of all three areas. In humans this is sometimes the most abused body
also. We see that your ingestion process includes many items that do not
quicken the vibration, but instead actually retard it. Such items are those
of your animal life forms, sugars, and white flours. These are not harmful
to the body, as such. They are only harmful to the vibrational increase.
When you do not know that you need fuel for the increased frequency, then
the foods you consume do not bother you. When you are on an accelerated
path, the foods that you consume can either make or break your energy
patterns. In fact, there are presently many Beings on your planet that can
tolerate only the consumption of the highest forms of energy.
[Incidentally,
Dr. Milanovich’s sources repeatedly refer to an octave of
dimensions, as do Scallion’s. The “Arcturians” also model the Universe on
what they call “liquid light.”]
So in essence, bad diet and intuitive burnout killed
Ramanujan. This closely
parallels the story of Edgar Cayce, the well known American psychic.
Cayce
performed in-depth psychic readings for many people, which had an
unparalleled accuracy, giving him the oft-quoted status as “America’s
Greatest Psychic.” Once in trance, Cayce could medically diagnose people at
a distance whom he had never met, and prescribe accurate herbal treatments
that neither he nor anyone else had previously heard of.
The more popular
that Cayce became, the more readings he did, and his health quickly
deteriorated as a result. His sources also laid out a complex dietary set of
guidelines, and Cayce continually flaunted them, refusing to stop smoking
cigarettes, drinking coffee and eating the pork chops that he loved. Though
his sources urged him to curtail his work, which eventually reached up to
eight deep-unconscious-trance readings a day, he never did, and he died of
burnout as a result.
The same basic effects took their toll upon Jane Roberts, as she was unable
to stop drinking beer and smoking cigarettes and passed away before her
time. The out-of-body traveler Robert Monroe also seemed to become overly
disconnected from his physical body, according to some we have spoken with
who met him in person before his death. The Ra contact almost destroyed
Carla Rueckert’s health completely, and it took her years to recover.
Lastly, the story of Paul Solomon, another deep trance psychic in the
Cayce
tradition, is curiously similar as well.
In the Law of One series, Ra explains this problem by saying that the more
that the spiritual body of a human being travels into the higher realms, the
more its level of aetheric vibration increases. If the physical body is not
also kept "up to speed" with rigorous dietetic and exercise practices, then
the normal connection between the body and Spirit becomes increasingly
strained. Ultimately, if not taken care of, this leads to the premature
death of the physical body. As Carla, the channel for Ra, has stated in
private interviews with Wilcock, “To truly do this work, it takes a life.”
He agreed, as his own contacts are extremely strict about diet, exercise and
health in general, and all of his waking and sleeping hours are dedicated to
his purpose -- no time is “wasted,” and even recreational activities must be
carefully planned out and scheduled. No television or other mind-altering
substances are to be found in his ‘physical intake’ of the world.
With regards to the energy transition that is occurring on the planet in
general at this time, it is wise for everyone to make a stronger effort to
obey the principles of a healthy diet.
However, it doesn’t become truly
life-threatening unless a person is deeply involved with trance work in some
form or another, and even then it is really not that difficult to teach
oneself to stop craving certain unhealthy foods and to stretch and take
regular walks.
THE OCTAVE-BASED REVELATIONS OF RAMANUJAN
And so, it is easy to see that such apparent miracles as Ramanujan’s
calculations of the harmonics behind the taxicab number 1729 were not being
done solely in his thinking mind, but were actually coming through a trance
state. In this state, he had access to a realm of pure information and
knowledge, which would then provide the answers that he desired. It also
took the same toll on him as it has for other pioneers who have not yet
enjoyed mainstream acceptance.
If there were no proof to believe that Ramanujan could get data like this,
then a skeptic could just brush it off as coincidence. However, the author
has completely, redundantly proven to himself and to others that psychic
techniques such as those used by Ra and Seth are able to access information,
such as future prophecies and scientific data, in ways that can later be
proven to be valid. Ramanujan is really a front-runner, in the sense that he
used these abilities to make scientific advances. It is obvious that such
techniques will become much more common as public awareness continues to
expand.
Again, we now return to the problem that we have in harmonizing our theory
with the physicists, in that they have apparently deemed it necessary to add
two more dimensions, for a total of ten. Digging into footnote number 13 on
page 346 at the back of Hyperspace, Kaku says that the two additional
dimensions are added in order to “preserve the symmetry of the string.” He
then says,
However, two of these vibratory modes can be removed when we break the
symmetry of the string, leaving us with 24 vibratory modes, which are the
ones that appear in the Ramanujan function.
If you haven’t been paying close attention to this discussion so far, please
read this paragraph carefully: What Kaku is telling us is that two extra
dimensions were added to Ramanujan’s equations because the physicists feel
that the strings could only vibrate if they are symmetrical. This is
something that was “added on” to Ramanujan’s data after-the-fact. So, given
the nature of Ramanujan’s extreme mathematical genius, coupled with an
extremely legitimate psychic contact, they obviously did not feel that such
“symmetry” was needed, or else these numbers would have been included in the
work. Our latest research on this topic suggests two different reasons for
why this “added symmetry” may be a mistake: One, the missing symmetry is
probably explained by the ’zero-point energy’ that actually exists between
the so-called ‘strings,’ which are actually nothing more than waves within
this unified energy; and Two, the Superstring physicists were not aware of
the basic geometries that are formed when the aether vibrates.
No extra
dimensions are needed; they simply come into being by the “magic” of
vibration.
DR. TONY SMITH: AN OCTAVE OF DIMENSIONS, BUILT ON PLATONIC SOLIDS
More recent physics from Tony Smith, freely available on the Internet for
those who can understand them, (as they are extremely complicated, draw
extensively on the reader’s foreknowledge of advanced scientific jargon and
are therefore almost completely unintelligible to the non-technical reader,)
do indeed reveal an elegant, Octave-based “eight-dimensional spacetime”
model, which depends entirely on “Platonic Solid” geometries.
Here we will
cover the extreme basics of this model, which Smith and other specialists
refer to as S3#, a rather dull-sounding and “Godless” name. It is
interesting to note that Smith is open-minded enough to incorporate
non-traditional sources of information into his investigations, such as
material from the ancient Mayan Calendar and the channeling work of
Krsanna
Duran, who claims to be in touch with beings from a planetary system around
the star Sirius.
So, we begin with Smith telling us what the
geometry of
this Octave model of “dimensions” actually looks like:
WHAT DOES S3# LOOK LIKE? Here are some images from the WWW pages of
Richard
Hawkins, who calls S3# the Mayan Time
Star ("click"
on image right). His pages contain many more images and movies that help you understand
how S3# looks, and also how a lot of other things look.
What we can see here is that Smith feels that the geometry of this
Octave
model can be found in the work of Richard Hawkins, through what he calls the
“Mayan Time Star.” So, let’s next visit some of
Richard Hawkins’ website for
context.
GEOMETRY IN TIME: THE ‘MAYAN TIME STAR’ FORMATION
In this next excerpt, Hawkins discusses this Mayan Time Star model directly,
showing his belief that there can be energetic structures in time that
correspond to the Platonic geometries.
We will learn more about this as we
proceed into the later chapters of this first volume:
The TimeStar of the
Maya is 5 interpenetrating tetrahedra whose vertices
[tips] lie on the 20 faces of an icosahedron. [See Figure 5.1
below] According to
Jose Arguelles, time is symbolized by a tetrahedron.
[Note: We can actually back this statement up with the work of
WD Gann and
Bradley Cowan, as we will see later in this volume.]
The 260-day sacred calendar of the
Maya, which consisted of five 52-day
cycles, is symbolized by five tetrahedra. Five tetrahedra have a total of 20
points [as each tetrahedron has four corners – three at the base and one at
the top.] One of the basic numbers of the Mayan calendar is 20. The
Earth’s
internal geometry and the solar-lunar cycles were represented by the 20
points of the TimeStar (five interpenetrated tetrahedra) and in the
sacred
cycle of the Maya.
Compare Plato’s most complex solid, the
icosahedron, which is comprised of
20 faces centered on the points of the five interpenetrated tetrahedra.
[emphasis added]
It is important to realize that what we are seeing here is that you can take
five tetrahedrons and stick them together in such a way that when you play
connect-the-dots between their points, you will naturally form the icosahedron, and / or the
dodecahedron, as the two are closely related. (See
Figure 5.1 below.) This is another surprising way in which we see the
symmetry between the different shapes. Even more interesting is the fact
that these five tetrahedrons, when combined, give us all the needed
coordinates to build any of the five Platonic Solids directly.
And even more
interesting yet is that this idea first came from Krsanna Duran, who claimed
to have channeled it, and it subsequently triggered the interest of
physicist Gerald de Jong, who then modeled her ideas on a computer and
discovered that she was right. Again, it is very unlikely that Duran could
have figured this out on her own, or would have had any motive or desire to
do so – it took one of the few specialists in the world who actually
understands higher-dimensional geometry to verify and model what her source
had said. We will read more about this in the next excerpt below – and first
we will give some background to explain this curious concept.
Space and time are unified in our model, which can be confusing at first.
When we think of time, we can think of certain events that are created as we
move through layers of aetheric energy density. One of our premises is that
the planets are held in place by spheres of aetheric energy at a certain
density level. Since we have multiple planets in the Solar System, we also
have “spheres within spheres” holding them in place – spheres which are
nested inside of each other like the layers of an onion or the Russian
“nested dolls” toy called the Mastrioshka. There will always be a series of
‘nested spheres’ no matter where we look at these energy fields, including
the human aura. As documented in the first Edgar Cayce book “There is a
River,” the Edgar Cayce Readings once said that Mercury, Venus, Earth, Mars,
Jupiter, Saturn, Uranus and Neptune now correspond to the eight dimensions
or densities – we know that Pluto isn’t in fact a “full” planet but rather a
“planetesimal” due to its tiny size.
So, in
Ra’s model, each planet travels along the edge of a spherical energy
field, which holds the planet in place. Rotating energy fields continually
emanating from the Sun, which look like ever-expanding flower petals, are
what drive the planets along. The current models of why and how the planets
revolve around the Sun are vastly inadequate, as the Sun contains fully
99.86 percent of the entire mass of the Solar System – so if we were only
dealing with Newtonian gravity, the planets should have crashed into the Sun
a long, long time ago, since it is much more massive than they are.
Remember
that we are discussing invisible energy structures, but they can indeed be
detected with the proper instruments – and they often do have subtle
magnetic energy signatures. The “flower petals” we are referring to are seen
in what NASA has named the Parker Spiral, for example
(image right).
So then you ask, “OK, so if each planet is supposedly orbiting around a
sphere, then why are the orbits not perfect circles, but rather stretched
out into ellipses?” Good question! The planetary orbits become elliptical as
these spheres are slightly flattened as the Solar System moves through the
“local interstellar medium” or LISM of
our Galaxy. So, the spheres that hold
the planets in place must also have a certain underlying geometry in them,
caused by vibration of the aether.
Then, as our Earth orbits the
Sun, we
pass through various geometric structures created by these different
‘nested’ spheres. As the Earth gets closer to a line or a node of any of
these geometries, the intensity of aetheric energy that we will feel on
Earth increases – and this has a direct effect on consciousness. If you
think that this has something to do with astrology, you’re right… but that
data will come later.
It is also important to remember that Ra tells us that the Sun has all of
the eight densities within itself. This gives us a strong clue that there
must be at least eight levels of density inside of the Sun, which would be
layered inside of each other like an onion. Of course, each of these density
layers would also have its own geometric structure. And when we remember
that each density has seven sub-densities, and so on, we can see that the
Sun would need to have a deeply multi-layered structure inside of it for
this model to “work.” This is exactly what Dr. Oliver Crane suggests in his
breakthrough paper, Central Oscillator and the Space-Time Quanta Medium,
which we will discuss in Volume III.
We apologize in advance for the complexity of the next two paragraphs as we
attempt to explain the mystery of the Mayan Time Star. We can now consider
this very intriguing possibility that all of the Mayan Calendar cycles may
actually be clocking out the movement of geometric structures of energy. (We
will be covering the Mayan Calendar in far more detail in the second half of
this volume.) Our own intuitive / rational research on this suggests that
this geometric structure of five interpenetrating tetrahedra actually exists
at one spherical level of density inside the Sun.
So, we do know that the Sun rotates exactly 26 days along its equator. Ten
of these cycles add up to 260 days. It appears that one of the spheres
inside the sun is rotating exactly ten times slower, for a total cycle of
260 days. (The “powers of ten” are very important in the behavior of
harmonic numbers, as we will see as we go along.) So, if there is a sphere
of energy inside the Sun that rotates once in 260 days, then the Mayan Time
Star geometry that Duran discovered may be the vibratory pattern that exists
inside of it. The five tetrahedrons could be seen to divide up the sphere
into five equidistant “zones” across the surface of the sphere. Each of
these zones would then take 52 days to rotate past a fixed point on the
Sun’s surface, as the entire sphere rotates in 260 days.
So, as the Mayan Time Star structure rotates, it changes in its orientation
to the other geometric structures nested in the Sun. (Some of the other
geometries are easy to detect, such as the octahedron, as we shall see in
volumes II and III.) As the different geometries attract and repel each
other, the Sun’s overall energy output is affected, especially in the sense
of the torsion fields or “waves in the aether” that are being released.
We
could visualize this by having a bright light, and then passing different
brightly colored sheets of clear plastic in front of the light, going in
opposite directions. If a red sheet passes in front of a blue sheet, then
they will combine and we will see a purple light. The different geometries
can blend together in a loosely similar fashion, creating new effects – and
this is one reason why you can tell so much about a person from their
astrology. The Mayans wanted to be aware of, and graph out, these changes in
the Sun’s aetheric output, as certain times that were more energetically
charged were very useful for consciousness-raising ceremonies, especially
within their pyramid structures.
Ra tells us that high-level sixth-density beings gave the
Maya the
information that allowed them to construct this Calendar. We do want to
point out that there is still room here for other pioneers to come after us
and finish up the details on how these geometric systems are actually
operating, but we will have further suggestions on what is occurring in
later chapters on the Mayan Calendar.
Now we return to Tony Smith’s article, which features an image of this
Mayan
Time Star formation of five inter-penetrating tetrahedrons. Unfortunately,
this image doesn’t appear as well in black-and-white print as it does in
color. What follows is Smith’s attempt to geometrically explain how you
could have a “particle” that requires two complete rotations, or “spin 2,”
in order to return to its original position:
How did Richard Hawkins find out about the
Time Star? Krsanna Duran says:
"... I wrote an article about what the Sirians told me about
five
interpenetrated tetrahedra embodying and unifying all prime geometries [i.e.
the Platonic Solids,] which was published in January, 1995. Richard Hawkins
read the article and sent an email to Gerald de Jong about it. Gerald de Jong constructed a computer model of the five interpenetrated
tetrahedra to
discover that it did all the things I said it did with extraordinary
elegance..."
The Time Star is one of my favorite Archetypes. Start with a dodecahedron.
Five tetrahedra fit inside the dodecahedron:
![](../../imagenes_gridtierra/wilcock5_1.jpg)
Figure 5.1 – The “Mayan Time Star” of five tetrahedra inside the
dodecahedron. (Smith) -
"Click" image
for Video |
The alternating permutation group of the 5 tetrahedra is the 60-element
icosahedral group.
This last sentence is simply a very fancy way of saying that the
five
tetrahedrons fit inside an icosahedron, which has 20 faces with three lines
per face, or a total of 60 “elements” if you don’t count the lines as ever
being shared between two faces. From here, Smith goes through a complex
model that we presented in earlier versions of this book, but we now feel
that it is unnecessary as Johnson’s physics is a more complete model.
For
now we will keep things simple. The key point that we should take out of
this is that there are indeed mainstream physicists who are making findings
that are in complete agreement with the model that is seen in the words of Seth and Ra, as well as the ancient Atlantean and
Raman systems. Therefore,
no skeptic can easily dismiss the idea that Platonic geometry is important
in understanding the Universe, since some of the best thinkers are working
on these very problems. Furthermore, Smith’s model does not have the burden
of the “two extra dimensions added for symmetry” that is in the
Superstring
model – the symmetry arises from the Platonic Solids
themselves.
In our next chapter, we will take a very close look at the underlying
spherical units that make up the dimensions. Once again, we will enlist the
services of another mystic who has not attained the scientific scrutiny of
Ramanujan – namely Jane Roberts, the channeler of
Seth. As these are
conscious energy units, they have a mind of their own and are quite
fascinating. With this reading, we will provide a solid backbone for many
other discussions that could splinter off of the main topic, which other
writers may choose to pursue. The point behind all of this is as follows: as
these units are the fundamental structure of all creation in all dimensions,
we can expect them to have quite extraordinary properties.
This reading from Seth also can be used to neatly tie together the theory of a Holographic
Universe, and explain why things like psychic phenomena might work.
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