Lesson 2
Howr to decipher the sound/number codes.
The sound-number links that form the universal code are shown in Lesson 1. They
are known. The codes that need deciphering are the ones used by the family members
within the different lines of ancestry. Knowledge of the aRPaHSaD sound-number code
allowed the calculations that showed how the intervals between the consecutively born
children of each mother amounted to almost constant values. This lesson shows how
aRPaHSaD code was broken.
Some of the links in these family codes correspond to the universal code -- others
vary. It's these variable sound/numbers that carry historical information.
The definitely pronounced long vowel sounds: the A, E, I, O, and U sound/numbers
were used to represent the numbers of the names of significant ancestors. The
example in Lesson 1 shows how the members of aRPaHSaD's family used the A, E, O,
and U sounds to represent the numbers of their most significant ancestors, namely
aRPaHSaD (A=505), JoKTaN (E=653), NOá (O=176), and possibly NAáMá (U=93) or
some unidentified ancestor. NAáMá is mentioned in Genesis 4.
The value of the H sound is often equated to zero, but it sometimes carried the
number of a persons name. For example, in Solomon's time it carried the name/number
of the political leader who held power at the time of a person's birth. It has other uses
that at this time are not yet completely understood.
The P and K sounds designated the geographical location of the person's birth. The
P sound/number was exactly divisible by 19, and the K sound/number was exactly
divisible by 35. A more detailed explanation of the uses of these two sound/numbers will
be included at a later time.
The J sound indicated the year of the person's birth. The first year, or the year
"one", of these year measuring calendars designated either the first year following the
flood, or the year of ADAM's birth. Most often, the latter was the case.
The variables sound symbols described above are used as variable terms in algebraic
equations. This lesson is intended to explain the means to derive the numerical values
of the sound symbols that form the old testament names.
Breaking the KANáaN sound/number code.
The names and half-equations of the children of KANáaN are listed below. The reason
they are called half-equations is because they include only the terms to the left of the
equal sign.
ZIDoN 61+I
-D
HeT 400+H
-D
JeBUZI 9+J+U+I
-D
aMORI 240+O+I
-D
GiRGaS 506
-D
HIV 6+H+I
-D
ARG 203+A
-D
SINI 350+2I
-D
aRVaD 210
-D
SeMeR 540
-D
HaMeT 440+H
The D represents the average number of days separating the children's birthdays. For
example, from ZIDoN to HeT took D days. Another way of saying this is - Het was born D
days after ZIDoN's birthday.
Solving for I
From ZIDoN to HeT
61+I+D=400+H
A D=339+H-I
From GiRGaS to HIV -
506+D=6+H+I
B D=H+I-500
Solving equations A and B -
339+H-I=H+I-500,
2I=839,
C I=419.5 or 420.
Solving for H
The time between the birthdays of GiRGaS and aRVaD is 1034 days. This is too few
days for the mother to deliver four children, so assume that two of these children shared
the same birthday, meaning that two of them were twins; and there were three complete
intervals separating GiRGaS' and aRVaD's birthdays instead of four. In that case, the
average interval would be 1034 divided by 3, or 343.7 or 344 days, so the value for D is
substituted into equations A and B.
A 344=339+H-I
H=344-339+I, I=420
H=344-339+420
H=425
B 344=H+I-500
H=344-I+500, I=420
H=344-420+500
H=424
Solving for O
The average interval between aMORI and GiRGaS was 344 days, so-
240+O+I+344=506
O=506-240-I-344, I=420
O=506-240-420-344+665
O=167
Solving for A
The name of the aRKite listed in the King James bible was tested as aRK and ARK, but
nothing of meaning developed. If the pronunciation of the name was ARG, and the it
was HIV and ARG who shared the same number, the results would be as follows.
HIV=H+I+V, H=424 and I=420
HIV=424+420+6=846-665=185
ARG=A+200+3=A+203
if HIV and ARG are twins, then-
ARG=HIV
203+A=185
A=185-204+665=647
The number of JAPeT is 646.
The rest of the solution
Continuing the deciphering provides the value of the U, U=40, and the value of the J,
J=26, and the KANaaNite family name/numbering code is approximately deciphered.
The final step is refining the numbers developed to their exact values. Other algebraic
solutions to the values of these numbers exist, and show what adjustments are needed.
They are shown below.
A=JaPeT=646 instead of 647,
H=I=KANáaN=421 instead of 424 and 420,
O=NOá=176 instead of 167,
U=HaM=40,
and J=26, the number of years from the end of the flood to JeBUZI's birthday.
These four numbers represent the numbers of almost the entire population mentioned
as existing immediately after the flood. The names are: NOá (176), HaM (40), JAPeT
(646), and KANáaN (421).
Breaking aRPaHSaD's code.
JOKTaN's family members belonged to the line of aRPaHSaD. The names of these
children provide the data needed to decipher the aRPaHSaD sound/number code. The
names and half equations of the children of JOKTaN are listed below. The D term
separating the names denotes the average number of days separating the birthdays of
the children.
JOKTaN's children were -
aLMODaD 78+O
-D
SELeP 330+E+P
-D
HAZaRMAVeT 653+H+2A
-D
JERa 203+J+E
-D
HaDORaM 244+H+O
-D
UZaL 37+U
-D
DíKLá 40+K
-D
OBaL 32+O
-D
aBíMAáL 78+A
-D
SEBá 303+E
-D
OPíR 205+P
-D
HaVíLá 42+H
-D
JOBaB 4+J+O
Solving for D
From aLMODaD's name to OBaL's name is 7 intervals. Knowing the number of days
spanning the same period requires some trial and error, but eventually the number
selected becomes 32+665+665+665+665-78=2617 days, so-
7D=2617 days
D=373.4 days.
Solving for H
From aLMODaD to HaDORaM is 4 intervals, so-
78+O+4D=244+H+O
H=78+O+4D-244-O
H=4D-166, D=373.4 days, 4D=1494 days
H=-166+1494-665-665
H=-2
Double checking H
From HaDORaM to OBaL is 3 intervals, so-
244+H+O+3D=32+O
H=-212-O-3D+O, D=373.4 days, 3D=1120 days.
H=-212-1120+665+665
H=-2
Solving for the A
From HAZaRMAVeT to aBíMAáL is 6 intervals, so-
653+H+2A+6D=78+A,
2A-A=-653-H-6D+78,H=-2, D=373.4 days, 6D=2240 days.
A=-575+2-2240+665+665+665+665+665=512
A=512
Solving for the E
From aBíMAáL to SEBa is one interval, so-
78+A+D=303+E
E=78+A+D-303, A=512, D=373 days.
E=78+512+373-303=660
E=660
Solving for the U
From UZaL to aBiMAaL is 3 intervals, so-
37+U+3D=78+A
U=78+A-37-3D, A=512, D=373.4 days, 3D=1120 days.
U=78+512-37-1120+665=98
Solving for the O
From OBaL to aBiMAaL is one interval, so-
32+O+D=78+A
O=-32-D+78+A, A=512, D=373 days.
O=-32-373+78+512=185
The J, K, and P values?
The J, K, and P sound/numbers all vary within the family code. They serve a different
purpose in this system, and their uses is explained later in these lessons.
Again, the values derived above are not exact. The final adjustments are:
A=505, aRPaHSaD's number.
E=653, JoKTaN's number.
O=176, NOa's number.
H=1, the reason not yet known.
U=93, an important and, so far, unidentified ancestor. The person is possibly, NAaMa,
who perhaps joined with NOa to become the mother of these people.
Most often deciphering a family code is accomplished by trial and error. Substituting
the numbers of important relatives into the variables often provides the clue to
deciphering the rest of the code. The person with more than one name provides
another advantage for deciphering a sound/number code. Solutions to these codes
are puzzles, and like other puzzles, when the solution is accurate, the results make
sense. The first indication of success is when the periods of time between consecutively
born children match. Proof of a correct solution is verified when the variables solve to
recognizable numbers, such as the number of a child's parent, or the number of other
persons belonging to the child's ancestry, or when the J value produces a year
consistent with what the predicted time frame, or the P and K sounds produce numbers
exactly divisible by 19 or 35 -- these are the indicators of a successful deciphering job.
Puzzles can be fun, and there are plenty of them in the Old Testament stories, so enjoy.