MOSAISTICS
 - Moses Tablets reconstructed!
Dr. Metzler-Moziani (Photo), The Metzler Formula
MOSAISTIK - 
 Moses Tafeln  rekonstruiert!
 
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Dr. Ewald
 (Ed) Metzler
––  Photograph  taken  in  April  2000  ––
    http://back.to/moses   
alias Eliyahu 
Moziani
 
As   a   legal  scientist,  he  discovered  the
3D  structure  of  the Ten Commandments
in  1983,  and  succeeded in reconstructing
the  famous  two stone Tablets of the Law
of  the  Torah  of  Moses  from  the  Sinai,
complete  and  precise  to  the  millimeter.
              


Mosaical Metrology · 3D Decalogue · 2D Alphabet · Kabbalah · Pyramids · Israelite Dynasty · Philosophy · Musical Theory · Metzler Formula · Mosaical Religions

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TORAH   OF   THE   ALPHABET
Repetition


          The  stone  tablets  weighed  about 36 kilograms
each,   and   became   the  prototypes  of  weights  and
measurements   (Kikar,   Greek  "talent").  They  were
sudivided   into   150   cubic   letter-units   (p.  101)  of
some   240   grams   each,   which  in  turn  were  sub-
divided   into   20   Shekel   (12  g),  30  Pim  (8  g)  or
40   Beka‘  (6  g).  Two  and  a  half  of  the  240-gram
stones   (’Even)   made   up  one  portion  (Manah)  of
600   grams  or  0.22  liters  in  volume,  if  divided  by
the   specific   gravity   of  granite  (around  2.7).  Thus
10  Manah  fill  an  ‘Omer,  60  a  Kikar,  and  100  an
’Efah,    all    of    which    has   been   borne   out   by
archaeological  finds  already.*
末末末末末末末末
          *If   a   Beka‘   "drachma"   equals   6   grams,   one   cubit  (’Ammah)
measuresarrow44.628863    cm.    This   is   the    cube    root   of   6000   Beka‘
=   36   000   grams   divided   by   2.7  (granite)  and  by  0.15  (cubic  cubits
of   one   stone   tablet).

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Illustration concerning Dr. Ed Metzler's Fayoum Exodus Route.
Dr. Ed Metzler's Fayoum Exodus Route


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Know The Metzler
 Formula 
(named after Dr. Ed  Metzler)?                                                                                   Answer: a 
equals the 3rd root of 4 b                                                                                               (a = 
Ammah, b = Bat le-Melekh)                                              Click here!

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