Earth as Centre of the Universe

© Oct 2007 by Michael Joyce

Firstly a note on the solar factor, 72, which enables us to change the dimensions of the Sun and its planets into simple numbers.

The Solar Factor '720' and Pythagoras' 3, 4, 5 Triangle
The ancient Maya included the number 7200 in their "long count" of days, because 

they were concerned about events ages ahead in the future.

72 miles can be used to convert objects of the Creation 

into simple number concepts or Divine numbers.

Circa-500 BC, the Greek mathematician and philosopher, Pythagoras, discovered the connection between the lengths of sides in right-angled triangles ( ones which contain 90 degrees).

There is an infinite number of triangles. Next is 5, 12, 13.

Our Creator has imprinted numbers 3, 4, 5 and 72, in the geometry of Earth & Moon.

The length of side c was calculated by applying Pythagoras' theorem, c² = a² + b².

The factor 72
The factor 72, can be used either as a divisor in the macrocosm or as a multiplier in the microcosm to convert the dimensions, measured in miles, of a perceived object into a conceptual or divine number.

For example when 2160 miles, the discerned diameter of our Moon is divided by 72 miles, the answer is 3 ( 0 ).

In the microcosm, the diameter ( covalent ) of the hydrogen atom, 0.074 nm (nanometre) is equivalent to 0.0459722x10-13 mile. When divided by ( 72 x 1012 ) this converts to '331'.
So, the numerical values of Moon & hydrogen are 3 & 331.
( Notice the 'removal' of zeros and decimal points in the final answers. )

The diagram shows the 'divine' values of the Sun, Moon, Earth and the distances between them. Notice 3, 4, 5 also prevails here.  The reduced single digit values shown are known as 'fadic' ones.

72 years = 1 degree of precession - the cosmic drift of the stars.
( The Sun drops back against the zodiac one degree in 72 years )
( The retrograde, time taken for our Sun and its planets to make one complete revolution of the galaxy, is 360 x 72 or 25920 years. )

'Lord God' idl`dfdi adds to 72 in Hebrew gematria, whilst 'secret' also has the value 72.

72 - can be found in the geometry of 3, 4, 5 and 5, 12, 13 Pythagorean triangles:

The circle has a calculated diameter of 2 or in terms of radius '11'.

It is apparent that the triangles contain numerical information about our solar system:
'1' - Charon, Pluto's moon.
'2' - Pluto
'3' - Earth's moon.
'4'- the fadic value of all the planets in our solar system except Earth(2), Uranus(7) &Pluto(2).
'11' - Earth
'12'- Sun.
'13'- distance between Sun & Earth.

Note that 3 + 4 = 7 ( Pythagoras called the 'tetaktis' ) and its combination makes 347 ( fadic 5 ), the distance between Earth & Moon.
43 (fadic 7) - Uranus ( also seventh from the Sun. )

Planet Production by Pythagorean Triangles
Some scientists inform us that the galaxies formed in a spiralling motion after the Big Bang.

In astronomy books, our solar system, a member of the galaxy and  many light years from the centre, is shown like an arm protruding from the second turn of a spiral.

Perhaps the Universe spiraled out in the beginning starting with the formation of our solar system by the unfolding of Pythagorean triangles, the blueprint for manifestation.

Our solar system would not be expected to be at the centre of the Universe, since a spiral is formed when a point moves at an ever-increasing distance from the starting position as it moves around it.

Thus the 'centre' of any spiral is not its origin. Its origin is the 'point' start, like observed in a snail's shell for example.

The diagram, which follows, is an indication of the process involved. The perceptual dimensions are achievable by the means written in the previous two sections. A spiralling is noticeable and it continues from any spur on the triangles formed, as indicated, providing that the rule according to the theorem of Pythagoras' right-angled triangles is obeyed, utilising whole numbers only.

Pythagoras' Theorem: The square of the length of the longer side (diagonal) is equal to the sum of the squares of the other two shorter sides.

For example, 5x5 (25) equals 4x4 (16) plus 3x3(9).
Thus 3, 4, 5 is a suitable triangle. 

Sometimes there is more than one set of Pythagorean numbers, as in the case of 84, which can link to the spur of the previously formed triangle as shown. In these cases directional changes are possible from a single line into three-dimensional space, above or below the plane. 

Thus the spiralling could continue and more branches or protrusions would emerge. 

Subsequent solar system could be investigated by the folding in of two 5, 12, 13 triangles into any of the triads containing 84, starting with 13, 84, 85 to obtain the divine values here. 

By using the corresponding factor for that solar system, the values can be converted to perceptual dimensions. 

About Pythagoras Triangles 

The first set of three numbers which obey the rule for the unfolding of the Universe are 3, 4, 5, and the next set derived by considering each number is just the single set consisting of 5, 12, 13, which then give rise to the set 13, 84, 85. 

Each of the above sets contains the THREE principle, the number 3 or fadic number 3. For example 84 is firstly equal to fadic 12, and thence 3, the results of 8 plus 4 and of 1 plus 2. 

I suspect that a fadic THREE(3) informs that the object is a Sun or Star. 

When subsequent trios of numbers are obtained which fit the Pythagoras' law, they can be examined for the possession of a fadic three. 

If fadic 3 is not present within the set then the trio is rejected. There will be an infinite number of triads of numbers, which fit the rules explained above. 

I wrote a short basic program to generate a few triads:

3 4 5 5 12 13 12 35 37 13 84 85 21 20 29 23 264 265 31 480 481 39 52 65

84 91 35 84 105 63 84 116 80 84 140 112 84 189 135 84 187 205 84 259 245 84 288 300 84 445 437 84 585 591

300 400 500 300 435 315 300 925 875 300 125 325 300 160 340 300 225 375 300 315 435 300 545 455 300 661 589 435 533 308 435 725 580

The numbers 13 and 85, for example contained in the triad 13, 84, 85 did not generate any sets at all within the limits I tested ( numbers from 1 to 1000 ). 

The Maths Involved to obtain Pythagorean Sets 

The triangles are right angled.  The basic program firstly generated triads of integers, which obeyed Pythagoras' theorem.  If the value of 'n' was a fadic 3, then it was tested for generation of further triads appropriate to the theorem of Pythagoras.

 The Pythagorean equations will be: 

b² + n²  = a²  

x²  + y²  = n² 

Thus any sets of whole numbers, which would fit the conditions in the two equations above, were examined for a fadic value of three. 

If the set contained a number of fadic value three, then it was acceptable, on the assumption that three confirms a Star. 

Does a Star have planets? 

I suspect that the mathematical treatment of the diagram alongside will help, if applied in a similar way above which revealed data of our solar system. If XY calculates to a whole number then I speculate that the star will likely have planets orbiting around it. Else if decimal, then perhaps a star devoid of planets

Planet Summary for our Solar System 

1. Planet s-distances from the Sun are in sequence fadic 2, 4, 2, 4... starting at Venus, except Mercury whose sun distance are 5.  2. Planet s-diameters are fadic 4 with the exception of Earth and Pluto 2, and Uranus 7. 

3. Most of the planets of our solar system have mile-diameter values, whose digits have the sum of 9. 

4. Earth is obviously a special planet, so therefore must be Pluto, since both have s-values of 2. 

5. Uranus is s-7 and is also the seventh planet from the Sun!! And all the atoms of the chemical elements have a fadic value of 7. 

In ancient writings, including the bible, the number 7 represents the septet, and denotes perfection and completion. This number is also found in the light spectrum and musical notes. 

click to see titles of other esoteric subjects

search engine submission