I may elaborate on why I am drawn to figures like these that a | Thoughts Hub

I may elaborate on why I am drawn to figures like these that adhere to mathematically combined images on my various pages. I frequently become fixated on a visual beauty to be in line with, as seen in my official channel and the playlist cover. The first and most important thing is, to paraphrase Plato, "Let no one enter who is ignorant of geometry." In my opinion, if a person does not understand the typical state of an ordered object, I cannot reasonably expect him to find beauty in such a metaphorical metaphysical unity.

Those who use geometry to describe the beginning of creation should attempt to show how absolute unity can become multiplicity and diversity. Geometry attempts to recover orderly motion from formless infinity to an infinite set of interconnected forms, and in recreating this mysterious path from one to two, it makes it symbolically visible.

From the metaphysical and naturalistic point of view it is wrong to say that in order to arrive at two you have to put one with one, one need only look at the way in which a living cell becomes two. The One is by definition individual, it is the Unit, and therefore it is universal. There can be no plurality of the One.

A unit is created by dividing itself, and this can be symbolized geometrically in several different ways, depending on how the original unit is represented graphically. The unit may be appropriately represented as a circle, but the immeasurability of the circle indicates that this number belongs to a plane of symbols beyond reason and measure. Unity can be re-expressed as the square, which, with its perfect symmetry, also represents wholeness, and results from comprehensible measure.

In geometric philosophy, the circle is the symbol of unmanifest unity, while the square represents the potentiality of unity, such as it is, to manifest. The square represents the four cardinal directions, north, south, east and west, which make sense of space.

By definition, a square is four equal straight lines connected at right angles. But the most important definition is that a square is the fact that any number, when multiplied by itself, is a square. Multiplication  is denoted by a X cross, and this formal symbol itself is an exact definition of multiplication. When we draw a vertical line that intersects a horizontal line, and give these line motions equal units of length, say, four, we see that this intersection generates a square surface: a tangible and measurable entity emerges as a result of the intersection.
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