The Great Intercategorical Fall

Chapter II

The real reason, why scientists of today have not been able to accept the world of sub-electronic particles such as neutrinos, gyrinos, gravitons, and photons, is that they are still living captives of their earth-bound cosmic terrestrial system, and they have never moved out into the integral universe beyond, where things can exist in other categories beyond our four terrestrial dimensions of space-time. In short, they have never put themselves through---in imagination at least---the Great Intercategorical Fall.

What do we mean here by the term category? We mean first of all, one of
the four cosmic categories of space (S), time (T), Energy (E), and mass (M). Then, as we
move beyond the cosmos into the metacosm beyond, we encounter one of the three categories
of light: light-relation (c), light-form (c^^{2}), and light-substance (c^^{3}).
One of Albert Einstein's greatest contributions to modern physics was his permanent
linking of the categories together. Ever since he came out with his Special Theory of
Relativity, space has been linked to time by the equation s = ct; and energy has been
linked to mass by the equation E = mc^^{2}. Scientists of today think nothing of
measuring space in terms of light-years nor the masses of subatomic particles in terms of
their Mev (electric potential and electromotive force unit of a million electron volts),
which is equivalent to the energy of 1.602,191, x 10^{-6} erg or the mass of
1.782,678,2 x 10^{-27} gram.

But it was Max Planck who really deserves the credit for initiating the
final linkage in the category circle between energy and time with his famous
energy-quantum-frequency equation E = hn, where h is Planck's energy-time constant of
6.626,196 x 10^{-27} erg-second. For example, an alpha brain wave has a frequency
n of about 10 cycles per second. But frequency n is always the inverse of cycle time t_{c},
for frequency = 1/t_{c}. So, the alpha wave has a cycle time t_{c} for f =
1/t_{c}. So the alpha wave has a cycle time t_{c} of 1/10th second. Hence,
Planck's equation can also be expressed as Et_{c} = h. So, his constant h directly
relates the category of energy E to the category of time (t), as is evidenced by the
measure of h in terms of erg-seconds.

But the moment you link up energy with time in the cosmic category
circle, it's only a few short steps to linking up mass with space: E = hn, where n (the
frequency) = l/c and E = hc/l = hc/2pr_{w},

(where l = 2pr_{w} and
where r_{w} = light-wave-radius) and since E = mc^{2}, thus, mc^{2}
= hc/2pr_{w}

Hence, our mass-wave-radius equation: mr_{w }= h/2pc, where h/2pc is known as the mass-wave-radius photowave constant + 3.517,739 x 10^{-38}
GRAM-CENTIMETER! So we have also succeeded in linking mass with space, thus closing our
cosmic category circle for the four basic cosmic categories:

**"COSMIC CATEGORY CIRCLE" (s, t, E, m)**

Notice, however, two very important facts:

1. Our mass-space and energy-time equations use the microcosmic constant h, and so are
directed into the microcosm.

2. These two equations also involve inverse relations.

"Descent into the Deep"

Let's imagine that in our exploration of the Universe in which we live
we designed a special gravity machine. Our purpose would be to follow the G-line of
gravity---the dimension of gravity if you will---towards the center of the Universe.

So, when our machine is completed, we enter it with our crew, make fast all the hatches,
and turn on our engines. First we sink through the surface, pass through the crust and the
mantle, and finally, after several days or hours of travel, we arrive at the center of the
core.

We all know the formulas for gravity:

F = mg = GmM/r^{2}, g = GM/r^{2}, E = Fr
= GmM/r.

According to one school of thought, the gravity force at the center of
the earth would be infinite (because you're dividing by a radius + 0). But according to
another school it would be zero because you now have the whole mass of the earth above you
all around. One thing would be most certain: we would be a team of highly disoriented
observers, for we'd have to leave behind us all our normal ideas of surface space and
direction---north and south, east and west. Even up and down would finally reach the
vanishing point, and we'd be confined to our notions of time on our watches and
chronometers in terms of our long familiar earth days and years. This is interesting, for
if we had to make this descent without a machine, we'd have to leave behind at the surface
our material bodies in space and descend to the center only in our anti-material
antibodies in time. At any rate, we'd discover one important fact about the earth and all
the other planets in our planetary system: they're all complex worlds of three-dimensional
space (longitude, latitude, and altitude and three-dimensional time (past, future, and
present). Undoubtedly, however, we'd find the core unique---probably molten---but most
assuredly having some kind of electromagneto-gravitic vortex leading us into the next
category. And just what would that be? Well, we've forgotten one all-important fact. The
gravity at the center of the earth could not possibly be nil, for then the earth would
leave its orbit around the sun and sail off into outer space: g at earth's center =
GM(sun)/orbital radius^{2} which would be:

6.6732 x 10-8 x 1.989 x 10^{33} [cm/sec2]/ (1.496 x 10^{13})^{2}
= 0.593 centimeters per second.

This is indeed a very small solar acceleration due to gravity at the
distance of 92,960,000 miles (+ 149,600,000 kilometers from the center of the sun. But
when it's multiplied in the equation F = m(earth) x g(sun) by the prodigious mass of the
earth itself (5.97 x 10^{27} grams), it turns out to be the fantastic force of
3.54 x 10^{27 }dynes.

So now we simply turn on our machine again and orient it towards the direction whence our
gravitometers pick up the solar gravity, and let us fall. Of course at the low
acceleration of 0.593 cm/sec^{2}, it would take us some t = square root ( 2s/g ) =
82 days to fall to the sun. But with the sun's gravity constantly increasing at our
approach, it will probably take about a month. Now the sun is a very different world from
our space-time earth and the other planets. It's not a place where you just take off your
coat, breathe in the fresh air, and admire the view. At the flaming surface of the sun
neither our material body in space nor our anti-material antibody in time would survive
for even a fraction of a second. We'd need to reduce ourselves at least to the energy body
of our soul. For the sun very manifestly exists not just in space and time but in the
inward category of energy.

Moreover, we're heading not just for the surface of the sun but for its incredibly fiery
center. But we've received expert advice from the finest manufacturers of flying saucers
concerning the possibilities of extraterrestrial forms of matter that are resistant to the
millions of degrees of the solar temperatures. So we plunge through the sky-high flames at
its surface and head for the sun's blazing energetic center.

Here we find a similar situation to what we discovered at the center of the earth, but
this time a muo-magneto-gravitic vortex in the category of energy. So, after we've
investigated the solar core for a while and compiled our observations, we start up our
engines again, pick up the galactic gravity on our gravitometers, and pass through the
sun's muonic vortex towards the center of our Milky Way Galaxy some 35,000 light-years
away.

But our galaxy is not an energetic celestial body like the sun, but rather a gigantic
whirlpool of energetic sun-stars revolving around a dark invisible mass at its center. But
as we draw nearer (taking advantage of a time warp, so as to cover the 35,000 light-years
in our lifetime), we begin to realize we are mistaken. The whole galaxy indeed exists in
the inner category of mass, but the dark invisible mass at its center around which the
whole galaxy is revolving is not a material mass at all, but simply an enormous black hole
many billions of miles across possibly.

Just what is a blackhole? It's simply a vortex in mass where even light itself and objects
traveling at the velocity of light are sucked down into the three categories of light by
the irresistible intensity of the gravitational force and energy:

E = mc^{2} = GmM/r: that is to say, gravity-radius r = GM/c^{2}.

If our whole galaxy has a mass of 100 billion suns, this would give the black hole a
radius of

r
= _6.6732 x 10^{-8} x 1.989 x 10^{44}/(2.997,925 x 10^{10})^{2}

r
= 148 billion kilometers or 0.0156 light-year.

(Above paragraph referenced from Chapter IV, mark "**EE**")

So we head directly for this huge black hole at the center of our galaxy. Many years later
we finally arrive and pass through it to find what we already suspected---that we're
finally on our way back to the center of our Universe.

This mental picture of a tiny __space-time__ planetary earth revolving with its moon
around a distant __energetic__ sun which is revolving in turn in the company of some
100 billion other stars in a __massive__ galaxy revolving finally around a central
black-hole vortex attracting all things gravitationally towards the center of our universe
should begin to give us an idea of how the four cosmic categories serve to structure the
surface of our universal expanding hypersphere.

But here we need to investigate another vital aspect to our universe. For the quantum
theory has uncovered a fundamental law that in the electromagnetic fields of our cosmos
every particle of matter must be balanced by its counterpart in its antiparticle of
antimatter. Now we know that the earth has a mass of 5.97 x 10^{27} grams and a
volume of 4/3p x (6.3714 x 10^{8})^{3} centimeters cubed. This would give
it an overall density of 5.517 times that of water. This means that at a distance of the
cube root of 5.51 or 1.76 earth radii, a distance 11,258 kilometers or 6.995 miles from
the center of the earth, the density of the whole earth-field system is the same as that
of water.

Now we know that the Van Allen Radiation Belts begin at about 500 miles (800 kilometers
above the earth and extend for many thousands of miles beyond that. They represent zones
of high-intensity particulate radiation trapped in the earth's magnetic field. The earth's
magnetic field in turn is the evidence we can verify of the presence in time of the
earth's antimatter volume surrounding the earth. But if the earth's geosphere and
magnetosphere combined have a density like that of water only some 6995 - 3959 = 3036
miles from the surface of the earth, and if this magnetosphere extends many thousands of
miles beyond that, it is crystal clear the total earth particle-antiparticle system has a
density much less than that of water. Hence it can literally __float__ in the universal
photonic sea that occupies the four-dimensional space-time surface of the expanding
hypersphere of our vast mysterious, magnificent Universe!

But if the earth can thus literally float inside this four-dimensional photonic sea that
covers the expanding surface of our universe, so must every other particle-antiparticle
system whether object or person or satellite or planet or sun or star or galaxy. They're
all floating together in this universal photonic sea, for if it weren't for the constant
pressure of the photons speeding around at the velocity of light inside this photonic sea,
the force of gravity would cause the entire surface to break up and collapse and return
towards the Origin-Center whence it came. Now, because our universe is one immense
expanding-photonic hyperspherical ocean, absolutely no measuring systems interrelating the
cosmic categories, such as __mass and space__, can be used __unless they contain a
densital mass-per-volume relation based upon the density of water__.

That is why in our new intercategorical physics relating mass to space we can use one
measuring system, and one only--- the __centimeter-gram-second__ (c.g.s.) system in
which one cubic centimeter of water (at 4 degrees Celsius at sea level under normal
atmospheric pressure always weighs exactly one gram).

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