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5 Fascinating Facts About the Fibonacci Sequence: The Mystery Behind the Magical Number Sequence

The Fibonacci sequence is not just a captivating mathematical phenomenon; it also has broad applications across various fields, including trading. Traders often use Fibonacci to predict support and resistance levels, as well as to determine entry, stop loss, and take profit points. However, the Fibonacci sequence also has a rich history and some intriguing facts worth exploring.

History of the Fibonacci Sequence

The Fibonacci sequence dates back to around 1150, when Indian mathematicians Gopala and Hemachandra discovered it while exploring effective methods for arranging items in bags. This discovery was later expanded upon by the Italian mathematician Leonardo of Pisa (1170-1250), known as Leonardo Fibonacci. In his book Liber Abaci, Fibonacci used the sequence to study rabbit population growth. Initially considered trivial, the sequence was later recognized for its unique properties by mathematician Eduard Lucas in the 19th century. Today, the Fibonacci sequence finds applications in various fields, including biology, astronomy, architecture, and finance.

What is the Fibonacci Sequence?

The Fibonacci sequence is a series of numbers where each number is the sum of the two preceding ones. It starts with 0 and 1, creating the sequence 0, 1, 1, 2, 3, 5, 8, 13, 21, and so on. The formula for the sequence can be written as Un = Un-2 + Un-1, where "n" denotes the position in the sequence.

5 Magical Facts About the Fibonacci Sequence

The Fibonacci sequence holds many intriguing facts that make it more than just a series of numbers. Here are five fascinating aspects of the Fibonacci sequence that you might not know:

1. The Divine Number or "Golden Ratio" 

One of the most astonishing facts about the Fibonacci sequence is its connection to the Golden Ratio. When you divide one number in the sequence by the previous number, the result approximates 1.618, known as the Golden Ratio. This ratio appears throughout nature, including in the proportions of the human body and the structure of flowers. This number is often cited as evidence that the universe's creation is not random.

2. Fibonacci in the Human Body 

Another intriguing fact is the presence of the Golden Ratio in the human body. Studies have shown that the ratio between the length and width of the human face, for example, approaches 1.618. Similarly, the ratio between the lengths of the right and left bronchi in the lungs also approximates this number. These findings suggest that the Fibonacci sequence is not just theoretical but also evident in our physical reality.

3. Fibonacci in Nature 

The Golden Ratio is not only found in the human body but also in nature. A striking example is the arrangement of sunflower seeds, which follows a Fibonacci spiral. This spiral growth pattern illustrates a natural logarithmic order, demonstrating the inherent regularity in nature's design.

4. Calculating the Center of the World Using Fibonacci 

Another fascinating fact is the use of the Fibonacci sequence to determine the center of the world. Some researchers propose that Mecca could be considered the Earth's center based on the Golden Ratio. The distances between Mecca and the Earth's poles, as well as the East-West proportions of Mecca, all approximate the 1.618 Golden Ratio.

5. Architectural and Artistic Inspiration 

In architecture and art, the Fibonacci sequence, especially the Golden Ratio, has been used to create aesthetically pleasing works. One famous example is Leonardo da Vinci's Mona Lisa, which is said to have proportions based on the Golden Ratio, making it visually appealing. Many designers and artists use this ratio to create aesthetically perfect works, often subconsciously.


Understanding these magical facts about the Fibonacci sequence highlights that these numbers are not just mathematical curiosities but also a pattern that governs the universe. These facts reveal the extraordinary order in our world, deepening our appreciation for the wonders of creation.

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