posted on Sep, 20 2003 @ 06:38 AM
Thank you for being selective with this thread and reminding others of this fact. I AM serious about my models and formulae.
I know how digression works topically speaking, so it would truly
be upsetting to see the thread degrade to talk about drunk monkey toxicology studies from tesseract lore if ya know what I mean. Curious....you must
(unless your avatar is a bot-irrelevant of course in that yur comments don't look databased and you used my avatar name) have either an interest or
working knowledge of the tesseract or hypercube. I know of its connections with illuminati, egypt, ancient mystery schools, the cross of
crucifixion
which can be folded into a cube, etc. I am a writer, an artist, a musician, amateur astronomer just to name a few of my interests.
The hypercube models (I first came into physicalities and visualization around 18) I started with were dead on as if from a vision-corny I know. But
the math was real. There are some ancient mystery school documents that allude to higher mathematics as visualized by humans required NO formulas at
all.
Have we not created hypercubes already in a sense in that besides computer models and Toltec's older avatar showing the lines of magnetic force
(incidentally magnetics are electroweak
forces responsible for gravity as a super-symmetry of those forces
in quanta. The very mass of any object folds space in towards itself and has magnetism and gravity as these phenomena are what I feel contribute to
their very nature. (Objects as existentials
in form) What I mean is: Plato's world of forms may be the diametrics of a dual bodied universe. Light/dark, anti-matter/matter, and so on.
However, it (universii) is a dual duality (in illusion-the mirror). I use this metaphor: If two gentlemen had 500ml bottles of the same softdrink
and one drank half while the other had not drank yet, then, one has drank a co-efficent of the other-one drank what the other did not.
Planck's constant is a must see for the diametrics of it. If you had
two particles-one was particle A the other being B, and you named them to be circles (2D is easier for most to comprehend) with one
black the other white. Try seeing them for a minute (I am not limiting their motion but for sake of simple observance) as divided
in possibility of motion into eight directional. Like: North, east south, west, northeast, southwest, northwest and southeast, or
up, down, left, right, up-right, down-left, up-left, down-right. Now,
for every motion/direction (removing physical properties of course to render each particle-A and B equal in all cases) that one travels
see the other as travelling opposite: Particle A moves up a certain
distance-the particle B in theory would move down the smae distance from an imagines central point. Now, two screens lets say, with one being black
the other white. If particle A is black and particle B is white, then the dual dulaity would occur as A is in whitespace or white void and particle B
is in blackspace. The two
universes would overlap each other and move opposite each other.
I have also theorized that in this dual nature anomaly, one space is collapsing on the other while one space is expanding from the other. If this
was causality between the two then both would be simeaultaneously operating the same way. Both would be collapsing and both would be expanding. The
way it would be stable though, is that distribution in absolute would be identical.
One space would create the anti-particle of the other which it is absorbed by, while one anti-space would accomodate the causality of the other's
entropy.
Imagine one cube divided into 64 equal yet lesser cubes, each of those smaller cubes into 64 a piece and so on. The lines of force that
differentiated the fractioning space would become solid. *(As it divided into itself until from a relative perspective the lines would blacken in the
cube to the eyes. On the other hand, if one assumes the cube as possesing all the properties of matter, then its division into itself would cause
dissection of physicality down into that by which it in itself was divisble. Therefore, each 64th of
the cube would represent one 64th of its physicality entire. As the
fractions increase exponentially in the original entropy. (This fractal
dissemination is representative of impositional force of collapse.)
*Just as a side note* If one draws a square that is perfectly even in its length on each of its four sides, (remember we are in 2D) any side to any
side is equal in length but not point to point.
Now, 2 things:
1)One can find centre and at an angle from centre to point create a segment that runs fron exact centre towards a point which is the length of a side
only. Now if one takes a compass an with the point of square as a pivot, drafts a circle with the point marked from centre as a point in the
circumference, one can create a circle
that not only now shows in radius the missing length from the point to point but opens up the curve to match or calculate a whole plethora of
variables in that you have now made the two units (circle and square) co-efficients.
2)One can also draw a hexagon with six perfectly equal sides in length. Now, draw from point to point 3 segments that render the hexagon as six
triangles. What do you have: A cube, (from corner
point view as the 2 points front to back would overlap to your eyes) that is now more equal in its construction. A six-sided polygon in 2D-Hexagon, a
six-sided shape in 3D-Cube.
I realized that a cube divided into 8 smaller cubes with the only side of each open on the surface you are running into impossibility on 3D space as
you would have (looking at any one side) four open compartments per side but four compartments times six sides features a twenty four compartment
phenomena. To make this work in 3D we have to remove all six surfaces and replace them with four compartments a side. This CAN be done if each one
of the eight cubes in the entropy or one cube lost 2 sides each. At some point we would end up with only the planes inside the cube which divided it
into eight. It would look similar to taking x,y,z axis' and converting each into a 2D plane that slotted into eachother.
Finally, for now, if you take a hexagon drawn side-by-side with another then add one above and one below the two. Are you looking at four connected
cubes or four overlapped hexagons.
The hexagonal when divided into six equal spaces can be noted as
possessing 3 octahedrons per hexagon as isolates. However if you examine more closely a hexagon with six equal sections can have octahedron
combinations (one at a time) overlapped so in a single hexagon one can examine it has having actually 6 octahedrons 1)top-right+top-left triangles
2)top-left+left triangles
3)left+bottom-left triangles
4)bottom-left+bottom right triangles
5)bottom-right+right triangles
6)right+top-right triangles
What is interesting is that each octahedron can be viewed as (if
we remove the dividing segments in each) a parallelogram with six
being a cube as viewed from a corner or by provision of measured
sides required for constructed shape. Also as 3D octahedrons they would allow for (eight sides a piece times six variations) 48
sides which is halved into twenty four or as I showed twenty four open compartments with six-sides each having four compartments.
48 + 48 = 96. But if 24 (no. of entropies)is multiplied by the sides of the cube itself we get 144. The real complexity comes when each apparent
side has four cubes open on a face. This would give each 1 of 4 spaces on each side only 5 sides a piece as you could reach into any of the four
compartments. 5 times 4 = 20,
20 times 4 equals 80. 80 times 6 equals 480. As I said 6 octahedra equal 48 sides in total. So the shape (in theory) multiplies into itself in an
inclined system. It grows as it shrinks.