A Cubical Universe: Unveiling a Geometric Cosmos
What if the universe is a grand tapestry woven from numbers, where cubes and constants murmur secrets
of existence? I’m no scholar with lofty titles—just a curious soul, captivated by the patterns linking the
visible and the invisible. Join me as we explore a vision of reality shaped by simplicity, stability, and the
quiet elegance of mathematics.
Cubes: The Building Blocks of Everything
Picture the universe as an infinite lattice of cubes—each one a flawless, three-dimensional symbol of unity.
With edges and faces perfectly equal, the cube radiates balance and order. Could this humble shape be the
foundation of reality itself? I propose that familiar constants—π (pi), e, and φ (the golden ratio)—might hold
the key. These numbers, with their infinite, non-repeating decimals, seem chaotic at first glance. Yet, their
presence across nature and mathematics hints at a deeper, cubic harmony waiting to be uncovered.
Constants and Cosmic Geometry
Consider this: these constants aren’t random. They appear to align with the cube’s simplicity, suggesting
a universe built from countless tiny cubes stacked endlessly. Imagine π, e, and φ as architects, dictating
the proportions of this cosmic grid—not as irrational outliers, but as the threads of a patterned design. For
instance, the Planck length (1.616 × 10⁻³⁵ meters), the smallest measurable unit of space, might define the
edges of these cubes. Perhaps π³ scales their relationships across dimensions, weaving a structure that’s
both infinite and precise. This isn’t a finished theory—just a spark, a fleeting glimpse of order in the vast
unknown.
Even scripture seems to echo this idea. In Revelation 21:16, we read, “The city lies foursquare, its length
the same as its width”—a perfect cube glowing with divine symmetry. Could this be a poetic nod to a uni-
versal truth?
I offer these thoughts freely, hoping they stir your own. Test them, reshape them, or let them inspire
something new. Numbers connect us—to each other, to creation, and perhaps to its Creator.
May this reflection light a path toward wonder and discovery.
A Universe Quantized
What if space itself is pixelated into cubical units? Picture a cosmos where every point is a tiny cube, vibra-
ting with energy and governed by mathematical laws. The cube’s frame—12 edges mirrored by 12 more,
might reflect a deeper symmetry. While pondering prime numbers, I imagined an infinite line of them, evenly
spaced from 1 to “infinity + 1,” where infinity loops back to zero. The beginning becomes the end, and the
end the beginning—a mirrored dance of numbers.
This mirroring led me to Fleming’s right-hand rule, a principle from electromagnetism. The thumb (motion),
forefinger (magnetic field), and middle finger (electric current) form a trio at right angles—much like a
cube’s corner. Eight such trios could define a cube’s vertices, suggesting a universe interwoven with elec-
tromagnetic waves. Perhaps non-prime numbers act as the “threads,” while primes form the sturdy frame,
a tripartite pattern of odds, evens, and blanks, pulsing with computer-like precision.
Together there are 12 lines making up this cube frame with 12 lines mirroring it.
Prime Patterns and Cosmic Waves
The prime numbers reflect a unique and rock-solid three-part pattern, which consists of positive #’s, plus the
white squares that make up half of this pattern. Logically, the positive numbers carrying those prime numbers
cannot be out by one iota.
Examining the first 150 prime numbers, I noticed they fold into a rhythm, like waves rippling across an
ocean’s surface. The cube’s edges seem to condense these patterns, hinting at a multidimensional design.
(For more on this, see the Sun Square concept—a related exploration of numeric grids.)
Then there’s the golden ratio. Eight golden rectangles, each a logarithmic spiral, converge to form a circle,
one face of a cube. With six faces, that’s 48 golden rectangles encasing a sphere within the cube—a marriage
of flat geometry and curved perfection.
Measuring the Cosmos
Scientists once measured the universe’s shape by tracing the largest cosmic triangle possible. Its angles
summed to 180°, suggesting a flat, 2D reality. More than 180° would imply a spherical universe; less, a hyper-
bolic one. The average mass-energy density—equivalent to six hydrogen atoms per cubic meter—supports
this flatness. Add one atom, and the cosmos curves spherically; subtract one, and it warps hyperbolically.
But straight lines and flat planes may be illusions. What if that 2D result is a holographic projection from a
sphere’s center onto a cube’s face? Think of drawing a triangle on a screen: it flows from mind to software
to display. Perhaps our universe operates similarly—a digital dance of bits, like the 0s and 1s of a computer,
split into primes, evens, and voids.
A Levitating Vision
This cubical-spherical framework might even inspire technology. Imagine a craft where eight cube vertices
touch an electrically conductive sphere. By manipulating electromagnetic currents (à la Fleming’s rule), it
could counter gravity in all directions. Nikola Tesla once said, “The only force you need to counter is the
electromagnetic force.” Could this be a blueprint for levitation—a harmony of geometry and energy?
An Invitation to Wonder
These ideas are raw, unpolished, and open to challenge. I share them not as gospel, but as kindling for your
own curiosity. Test them, refine them, or let them ignite something entirely new. Numbers tie us together,
to each other, to creation, and perhaps to its source. May this reflection spark a journey of awe and discovery,
lighting a path through the infinite.