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  • 7/28/2019 Earth Moon Circle

    1/1

    MOON1080miles

    3960miles

    5040miles

    perimeter of square 31680 miles

    circumfe

    renceof circle = 31680miles

    The Earths mean diameter is 7920 miles. (2 x 3The Moons mean diameter is 2160 (2 x 1080

    The combined radii of the two bodies are equa3960 + 1080 = 5040 miles.

    A circle with radius 5040 has a circumferen(using pi=22/7) of31680 miles.

    (Circumference = pi x 2r)22/7 (2 x 5040) = 31680Square with a side of 7920 miles (2 x 3960)

    has a perimeter (4 x s) of31680 miles4 x 7920 = 31680

    256/243

    16/15

    10/9

    9/8

    32/27

    6/5

    5/4

    81/64

    4/3

    3/2

    128/81

    8/5

    27/16

    16/9

    9/5

    15/8

    1/1-2/1

    1/1 =

    256/243 =

    16/15 =

    10/9 =

    9/8 =

    32/27 =

    6/5 =

    5/4 =

    81/64 =

    4/3 =

    729/512 =

    1024/729 =

    3/2 =

    128/81 =

    8/5 =

    5/3 =27/16 =

    16/9 =

    9/5 =

    15/8 =

    243/128 =

    000000

    190448

    240000

    400000

    450000

    663600

    720000

    900000

    952400

    1200000

    1452624

    1521648

    1800000

    2084800

    2160000

    24000002471912

    2800000

    2880000

    3150000

    3231648

    bb

    bb

    b#

    bb

    bb

    3165189180 =

    *316809

    rmonic ratios converted togreesminutessecondsample 15/8 = 1.875 (convert ratio to decimal)75 is between 1/1 and 2/1, (the octave used for harmonic ratios)75 - 1= .875 (to get between 0 and 1)

    75 x 360 = 315 (to find the degree point of 15/8 on a circle)5 = 3150000 (inverting 315 into degreesminutesseconds)

    (radius of earth)(radius of earth and moon combined)

    From the point of view of numbers, the divisionof the modal octave must necessarily be oftwenty-two intervals. This division is not pecularto music, but represents a universal law. Indeed,the relation of those twenty-two intervals withthe seven notes of the scale is the only one thatcan give to music a complete and logical substructure.p. 75 Music and the Power of Sound by Alain Danielou

    pi can be expressed as 3.1416...,but can also be expressed as 22/7,either way it expresses the approximarelation between the circle and itsdiameter. To put the the twenty-twointervals of the octave on a circle folloin a logical and consistent manner

    Beginnings of Music of the Spheres -The Number 3168

    umbers rounded up above 30d down below 30

    00

    19

    24

    40

    45

    67

    72

    90

    95

    120

    145

    152

    180

    209

    216

    240247

    280

    288

    315

    323

    *3169

    1024/729729/512

    243/128

    1 x 2 x 3 x 4 x 5 x 6 x 7 = 50407 x 8 x 9 x 10 = 5040

    The mean circumference of theStonehenge sarsen circle is 316.or a hundredth part of 6 miles.

    The general character of the number 316as conveyed by its position in ancient cological diagrams and the phrases associwith it through gematria, is that it repr

    the spirit which passes through and encithe universe, Platos World-soul. The Ch

    term for this spirit, developed from the n3168, was Lord Jesus Christ. p. 173

    The Dimensions of Paradise by John Mi

    L o r d J e s u s C h r

    K u r i o I h s o u C r i s2

    0

    4

    0

    0

    1

    0

    0

    1

    0

    7

    0

    2

    0

    0

    2

    0

    0

    7

    0

    2

    0

    0

    2

    0

    0

    4

    0

    0

    1

    0

    1

    0

    8 1

    0

    0

    6

    0

    0

    800 888

    800 + 888 + 1480 = 3168

    J e s u s = 888

    P y t h a g o r a s = 864

    The God Apollo = 1415 (+1=14

    1416 + 864 + 888 = 31

    O Qeo Apollwn = 1415

    2# x 3 x 37 = 888

    2# x 3 x 59* = 1416

    2# x 3 x 36 = 86

    2# x 3 + 35 = 59*

    Also from Gematria

    +

    +

    -15-2005

    Puqagora = 864

    Ihsou = 888

    B

    A+++

    Bb-

    Bb++

    B-

    B

    AAb++ A-

    A

    A++

    C

    C+

    B++

    C--

    C-

    C++

    D

    D--

    D+

    D

    D++

    E

    Eb++

    E-

    EE++

    F

    F--

    F-

    F+F++

    G--

    G-

    G

    G+

    G++

    Eb--

    Eb

    Gb+

    F#--

    Eb-

    Bb--

    Eb

    Db--

    DbDb

    Db+

    Bb

    Bb

    Ab

    Ab

    Ab-

    ASCCCW C toG

    F#Gb