PERFECT SIX PACK -- CAPT AJIT VADAKAYIL

INTERLOCKED IN FIBONACCI RATIO-

All males ( females too ) are obsessed with six pack rectus abdominus muscles. This is a pack of 6 muscles between the solar plexus and navel.

By the way, there is nothing called 8 pack— which Aamir khan enthusiasts propounded after Ghajini.

This six pack is NOT supposed to be aligned like a cadbury chocolate bar. Such muscles don’t pack any brute strength. The perfect six pack is INTERLOCKED ( 2 rows )

This six pack is not supposed to be of equal size. Rather they must follow the Fibonacci series. Muscles next to navel must be bigger than the muscles on top underneath the solar plexus. If you hold your forefinger up, the length of the 3 bones of your finger follows this mystical series.

Now what is Fibonacci?

Fibonacci was in Bejaya Algeria , when he came to know about Indian Vedic Mathematics, from the Arabs. He took this knowledge to Italy.


Fibonacci series was lifted from the work of the great Indian mathematician Pingala in 5th century BC, under the series Matra Meru.  Indian Vedic rituals depended on purity of utterance.  Later Indian mathematician Virahanka's work was translated into Arabic in 600 AD.


The Vedic civilization, the oldest in the world --  flourished on the banks of the river Saraswati from 9000 BC to 4000 BC. The river dried up due to tectonic shift at the Himalayan glacial mouth. 

This Italian’s statue is there at the Pisa cathedral , next to the leaning tower. This 12^th century mathematician was the first to put this mysterious series on paper in a European language. Every thing in this universe follows this law.

Fibonacci series or sequence : 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, 377, 610, 987, 1597, 2584, 4181, ... (each number is the sum of the previous two). The ratio of successive pairs is so-called golden section - 1.618033989 . . . . .

Fibonacci was the first to introduce the Hindu-Arabic number system into Europe- the system we now use today- based on ten digits with its decimal point and a symbol for zero: 1 2 3 4 5 6 7 8 9. and 0

Leonardo da Vinci painted Mona Lisa's face to fit perfectly into a golden rectangle, and structured the rest of the painting around similar rectangles. All parts of the human body are proportional to the golden ratio. If your face is in this ratio you are said to be beautiful.

A golden rectangle is a rectangle whose side lengths are in the golden ratio, 1: 1.618. whose reciprocal is 0.618033989 . . . . . so that we have 1/G = 1 + G.

Italian Fibonacci of 1200 AD is given the credit of the Golden ratio, while the Indian Sri Yantra based on Golden ratio of 1.618 was drawn in 8000 BC --see video below.

The golden ratio is lifted from the mystic Vaastu geometry of Sri Yantra of Indian Vedic times 10,000 years ago.  The Sri Yantra is the basis of the great Egyptian pyramids.  Sri Yantra contains the theory of everything.

This ratio is seen in the branches of plants , formation of petals , distances between planets, credit card, the Christian cross, in seashell spirals, the galaxy vortex, nebulae of every living thing, including a single cell, a grain of wheat, a hive of bees--- breeding of animals, curves of waves , sonatas of Mozart , the DNA molecule and even all of mankind.

Our navels are placed at .618 of our bodies.

The Fibonacci spirals and their occurrence in plants, from pine cones and pineapples to sunflowers, have always fascinated mathematicians, physicists and biologists, but they are still an enigma.

Enigma because even the bulls and bears of stock market and gambling tables follow this mysterious pattern-

The Golden Ratio is thus a universal law in which is contained the ground-principle of all formative striving for beauty and completeness in the realms of nature art, structures, forms and proportions, whether cosmic or individual, organic or inorganic, acoustic or optical—and of course in the perfect human form.

getting back—

AN INTERLOCKED SIX PACK IN FIBONACCI SEQUENCE IS WHERE BEAUTY AND STRENGTH LIES.   EVERYBODY DOES NOT HAVE IT!

--- and next time on the roulette table , or while speculating -- remember what I said--

Let me quote Wikipedia --

QUOTE  Acharya Hemachandra, following the earlier Gopala, presented an earlier version of the Fibonacci sequence. It was presented around 1150 AD, about fifty years before Fibonacci (1202 AD). He was considering the number of cadences of length n, and showed that these could be formed by adding a short syllable to a cadence of length n − 1, or a long syllable to one of n − 2. This recursion relation F(n) = F(n − 1) + F(n − 2) is what defines the Fibonacci sequence. UNQUOTE 

Grace and peace!

CAPT AJIT VADAKAYIL

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