A Mathematical Representation Of How The Universe Works

Materialize your desire to impose order and meaning upon the seemingly chaotic nature of existence by embracing the quest to decipher the harmony hidden in nature.

- Don't you understand? This pyramid was built to be in harmony with Fibonacci numbers, Fibonacci squares or the golden number that artists have always considered harmonious. We don't just think it's right, it really is.

Talma looked at the other two pyramids.

- All of them are the same?

Jomard nodded.

- Not. I guess that's special. It is a book that tries to tell us something. It's unique for a reason I still don't understand.

- I'm sorry, Jomard, said the journalist. I'm glad for you that you're so excited, but the fact that these imaginary lines are equal to 1.6 or what you said seems like an even more stupid reason to build a pyramid because that thing you called indicates a hemisphere or a grave in which you will not be buried. It seems to me that if any of this is true, your ancient Egyptians were at least as foolish as they were wise.

From the perspective of a visual representation that expands and grows in complexity, is a perfect symbiosis between mathematical order and the apparent chaos of nature revealed to you?

Criticism of unconventional views may reflect our limitations in appreciating the intellectual depth of others.

- Ah, but here you are wrong, my friend, replied the scientist happily. But I don't condemn your skepticism, because I didn't understand what lay before us all day either, until Gage's keen eye helped me find a nautilus fossil. You see, the Fibonacci sequence, transferred into Fibonacci geometry, reveals one of the most beautiful patterns in nature. Let's draw an arc through these squares, from one corner to the other, and join the arcs. He tapped lightly on the drawing. Then we get an image like this:

- There it is ! What does it look like?

- With the nautilus, I risked it again. The man was smart as hell, even if I still didn't understand where he was going.

- Exactly! Imagine what it would be like if I enlarged this image by adding more squares: 21, 34, and so on. This spiral will continue to grow, rounder and larger, becoming more and more like our nautilus. And this spiral pattern is a repeating pattern. When you take the Fibonacci sequence and apply it to geometry, and then apply that geometry to nature, you see this wonderful pattern of numbers, this perfect spiral, that was used by God himself.

Do you think that the interaction between the shape of the viewed object and its opening space could be understood as a representation of the aspiration to the absolute in the context of an ideal image?

You will find spirals in the sepals of flowers or in the seeds of pine cones. The petals of many flowers are Fibonacci numbers. A lily has three petals, a cock's-foot has five, a marigold has eight, field chrysanthemums have thirteen petals, some ox-eye flowers have twenty-one, and some daisies have thirty-four petals. Not all plants follow this pattern, but many do because it is the most efficient way to push growing seeds or petals out from the common center. It is also very beautiful. So, only now do we understand what a wonderful thing this pyramid is! He nodded, satisfied with his own explanation.

- Is it a flower? Talma also tried, taking the burden of being deep off my shoulders.

- Not. It had become serious. What we have uploaded is not just a map of the world, journalist. It is not even a portrait of God. It is actually a symbol of creation, of the vital force, a mathematical representation of the way the Universe works. This mass of stone integrates not only the divine, but every secret of existence. It has encoded, within its dimensions, the fundamental truths of our world. Fibonacci numbers represent nature at its peak of beauty and efficiency, a glimpse into divine intelligence. And the pyramid embodies them and in doing so embodies the very mind of God. He smiled wistfully. Here was the truth of life in the dimensions of this first great construction, and all that followed was a long amnesia.

Reflecting on the pyramid as a symbol of creation and all of existence, how might this be seen as a representation that transcends the immediate, into a deep connection with self and the universe?

Talma gaped as if our companion had gone mad. I sat down, not knowing what to think. Was it possible that the pyramids were built just to keep some numbers sacred? It seemed foreign to our way of thinking, but perhaps the ancient Egyptians' worldview was different. Was my locket then also a mathematical clue or a symbol? Did it have anything to do with Jomard's strange theories? Or did the scholar read into that pile of stones something that the builders never had in mind?

Through the lens of this mathematical representation transformed into a natural model, don't you find this example to be a perfect illustration of how theory can enrich your understanding of your visual world? In perfect symbiosis with the idea that the natural world is shaped by mathematics, don't you think this can give you a deeper insight into how we can interpret and understand the world around us?

The relationship between mathematics and natural forms, such as the pyramid, reflects the interconnectedness of man and his perceived universe. In fact, the pyramid functions as a symbol of enlightenment and knowledge, suggesting that structure and harmony are keys to universal understanding. Through the pyramids, humanity materializes its search for meaning and order in existential chaos.

Leadership concentrates in its basic structure the following message: "Through order and balance we can access deep knowledge of the world. Through an image capable of enduring over time, we materialize our desire to impose order and meaning over the apparently chaotic nature of existence."

A mathematical representation of how the Universe works is determined by the intrinsic relationship between the cosmos and human consciousness. The pyramid, as a meeting point between mathematics and nature, is a gateway to the understanding of universal laws and allows the possibility to decipher the harmony hidden in nature.

* Note: Dietrich, William - Napoleon's Pyramids, Nemira Publishing House, 2007