The Fibonacci Code

Fibonacci is perhaps best known for a simple series of numbers, and later named the Fibonacci numbers in his honour. The series begins with 0 and 1. After that, use the simple rule: Add the last two numbers to get the next. For example: 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610, 987,…

You might ask where this came from? In Fibonacci’s day, mathematical competitions and challenges were common. In 1225 Fibonacci took part in a tournament at Pisa ordered by the emperor himself, Frederick II. It was in just this type of competition that the following problem arose:

– Beginning with a single pair of rabbits, if every month each productive pair bears a new pair, which becomes productive when they are 1 month old, how many rabbits will there be after 9 months? This math’s problem is how the Fibonacci sequence started.

 

The Fibonacci numbers and principle are all around us every day in manmade things like the financial markets. It is used in trading algorithms, applications and strategies. In maths, for all triangles with integer sides, (3, 4, 5), (5, 12, 13) and so on have a Fibonacci Number as the hypotenuse. The Code is also Nature’s numbering system and are therefore applicable to the growth of every living thing. They appear everywhere in Nature, the pattern of the cauliflower florets, the bones in humans, and the number of petals on a flower. It is relevant to the leaf growth on certain plants. That means that the first year those plants grow one new leaf, the second year they grow one new leaf, the third year they grow two new leaves, the fourth year they grow three new leaves, the fifth year they grow five new leaves, the sixth year they grow eight new leaves, and so on….. The pattern 1,1,2,3,5,8,13…is the Fibonacci sequence. Fibonacci numbers appear in the reproduction of a population of idealized bees, according to the following rules:

* If an egg is laid by an unmated female, it hatches a male.
* If, however, an egg was fertilized by a male, it hatches a female.

Thus, a male bee will always have one parent, and a female bee will have two. If one traces the ancestry of any male bee (1 bee), he has 1 female parent (1 bee). This female had 2 parents, a male and a female (2 bees). The female had two parents, a male and a female, and the male had one female (3 bees). Those two females each had two parents, and the male had one (5 bees). This sequence of numbers of parents is the Fibonacci sequence.

Number of: Drone Worker
parents 1 2
grandparents 2 3
great grandparents 3 5
great great grandparents 5 8
great great great grandparents 8 13
great great great great grandparents 13 21
great great great great great grandparents 21 34


Previous position: Understand the past by knowing where the point of disconnect is in a specific situation, and why it occurred.

Current position: Take that knowledge into the present. A similar challenge presents itself again – maybe in another form. By coming to terms with the past point of failure the current challenge can be overcome.

If applied correctly the pattern of behaviour balances itself and clears the way for growth to occur.

Future position: The past is accounted for and learning integrated, the mind is clear to proceed to the next challenge. Apply the Fibonacci sequence to multiple situations and the pattern takes on a more complete shape – like that of the sunflower floret. The more complete the pattern the more complete becomes life itself. Letting go of things no longer working allows us to fully integrate into the present and gives us the best chance of succeeding. Integrate only the best of the past into our current lives will build momentum moving into the next challenge – and the next.

The way that the Fibonacci code links to Millennium Education courses is thru the grids that are placed and taught in all the Mod I – IV. Taking you from 3rd dimension to 4th then 5th dimension and back again. These are activated with the intent of getting you to elevate thru the dimensions to see the world thru absolute love and to be one with everyone and everything. This is the main reasons that the courses designed by Jean sheehan are taught to enlighten everyone to come from love and be of one universal mind. The Fibonacci sequence is related and mentioned in the ‘Sacred Geometry’ article. Linking it to the golden mean, the flower of life and the 7 sacred shapes.

The Fibonacci code demonstrates how one persons actions can have a ripple effect spreading out from that first gesture to the next person and the next person and so on joining them all thru that one act of kindness. Eg. Like a stone thrown into water and the ripples that are given off as a response to the stone that then lead to the next response. So in just doing one act of kindness, you are causing a great ripple that goes wider than we know influencing the world.

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