Abstract
Scientists of natural sciences have
been asking the same question over again – Is there a biochemical language for
which we can use the theory of systems and cybernetics to describe the process
of sequencing in bio-molecular biochemistry conditional and specified; not just
with the biochemical but with the cybernetic and informational lawfulness?
With the goal to find the answers
on some of those questions, we have made a decision to do a research on, if in
the Nature exist one unique mathematical array and one mathematical lawfulness
which could be valid for all phenomena in natural science. That is why we did
the following: phenomena from this science were designated with specific
numeric validity, such as: number of atoms in those sequences, number of
molecules, number of atom elements, atomic numbers, etc. We have tried to
discover mathematical lawfulness in sequences of mentioned phenomena, and we
were successful in doing that. We have
discovered that sequences of all molecules in Nature are connected, not only just
according to their bio-chemical characteristics, but also according to the
program lawfulness, cybernetic lawfulness, and informational lawfulness. In the formula of creation of this science we
have often encountered the following problems: lawfulness of groups of numbers,
analog codes and their relation, even-odd correlation of corresponding and
complementary sequences, symmetry of sequences, and many others. A radical new vision in science may be
developed from those which are only “letters” of mathematical language in
Nature. Here we wish to present our points of views about the program-cybernetics
lawfulness in natural sciences.
Methods
Digital image where Natural Code
Matrix is represented is in the form of numbers. That image can be created with
the help of the new scientific methods. At the first stage of our research we
replaced sequences from the natural sciences with numbers of the atoms in those
sciences. By this way we got digital image of Natural Code matrix. Then we
mathematically analyzed those digital images of this Code Matrix. After we
making such analysis, we discovered existence of digital codes in this Matrix,
which interconnect all sequences in Nature. Given below is a brief introduction
about the way we discovered those digital codes and how those codes interconnect
all sequences of this Matrix.
Results of research
Results of our research show that
the processes of sequencing the molecules are conditioned and arranged not only
with chemical and biochemical, but also with program, cybernetic and informational
lawfulness too. At the first stage of our research we replaced sequences from
the Natural Code Matrix with numbers of the atoms in those sequences.
Algorithm
The cybernetic mechanism of
sequences in genetic have been analyzed by the application of cybernetic methods.
All numbers from this science are interconnected with multiple code
connections. They are: codes 19 and 7,
groups of numbers, analogue code and so on. Input elements of such coding are
Matrix of natural numbers. Output
are the codes 19 and 7.
Codes 19 and 7
In group of all
natural numbers from X to Y there are two codes which interconnect all those
numbers. Those are codes A and B.
Formula
of codes A and B
{[SA(R1,2,3,n) x B] - [SB(R1,2,3,n) x A] + (AB)} = ABA
SA,
SB = Groups of AB numbers in group of all natural
numbers from X to Y
R1,2,3,n
= Natural numbers from X to Y;
A
= 7; B = 19;
Connection of codes 19 and 7.
7 and 19è
719;
19 and 7 è
197;
19 and 07 è
1907;
etc
Example 1
A
real life Global Balance from V.shCherbak1
= 3412;
{[SA(R1,2,3,n) x B] - [SB(R1,2,3,n) x A] + (AB)} = ABA
R
= 3412;
{[S7(3412) x 19] - [S19(3412) x 7] + (7x19)} = (7x19x7);
S7(3412) = (3406+3407+3408+3409+3410+3411+3412) =
23 863;
S19(3412)=(3394+3395+3396…, + 3412)= 64 657;
{[(23863
x 19) – (64657 x 7)]
+ (7 x 19)}
= (7 x 19 x 7);
1) Vladimir ShCherbak in The Arithmetical Origin of the Genetic Code“ present a
sort a brief survey of the genetic code. His methods eliminate any possibility
of a dual interpretation or overlapping of the arguments. In these terms, only
the facts whose essence cannot be reduced to natural events can solve the
original problem.
Example 2
A
Virtual Global Balance from Vladimir.shCherbak = (222+999 x10);
{[SA(R1,2,3,n) x B] - [SB(R1,2,3,n) x A] + (AB)} = ABA
R = 12210;
{[S7(12210) x 19] - [S19(12210)
x 7]
+ (7x19)} = (7x19x7);
Example 3
Bloch
chain from Vladimir.shCherbak = (666+999)
{[SA(R1,2,3,n) x B] - [SB(R1,2,3,n) x A] + (AB)} = ABA
R
= 1665;
{[S7(1665) x 19] - [S19(1665) x 7] +
(7x19)} = (7x19x7);
etc.
As we see, in group of all natural numbers
from X to Y there are two codes which interconnect all those numbers. Those are
codes A and B.
Digital images
Code 931
in Nature
{[SA(R1,2,3,n) x B] - [SB(R1,2,3,n) x A] + (AB)} = ABA
Examples:
Processes in nuclear
physics (1)
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é
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Nuclear code
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Processes in nuclear
physics (2)
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é
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Nuclear code
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Processes in nuclear physics (3)
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é
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Nuclear code
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Molecule H2O
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Atomic numbers H and O
(1and 8)
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Number of atoms in molecule
of the water
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Atomic number (H)
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ê
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ê
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ê
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9
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3
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1
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î
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ê
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í
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931
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931 = [(19x7)+(19x7)+(19x7)+(19x7)+(19x7)+(19x7)+(19x7)]
Code 931 in atoms
The micro
structure of atoms are 9 parts. In first and second parts there are
protons and neutrons. They are in central part of the atom. Threth, fourth,
fiveth, sixth, seventh, eighth and nineth parts are out of central part of
atoms. In this part there are the electrons. Arithmetical expression for this 9
parts is number 9.
The
construction of atoms does 3 sequences:
protons, elektrons and neutrons.
Arithmetical
expression for one atoms is - number 1.
Numbers:
9,3 and 1 we will connect in number 931:
9,3,1
Þ 931;
We
can see this relation in following table:
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Number
of parts in atom
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Number
of principal sequences in atom
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Arithmetical
expression for one atom
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ê
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ê
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ê
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9
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3
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1
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î
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ê
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í
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931
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Periodic system Table
In the Periodic system Table
there are 9 groups of the chemical elements. Also, in this Table
these are 3 pairs of the periods.
First (1) period has one pairs the elements. Output of those numbers is
code 931:
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Groups of the
chemical elements
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The pairs of the periods
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First period has
one pairs elements
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ê
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ê
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ê
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9
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3
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1
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î
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ê
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í
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931
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931 = [(19x7)+(19x7)+(19x7)+(19x7)+(19x7)+(19x7)+(19x7)]
Periodic system Table(2)
The Periodic system Table
has, as we know, seven periods. Those periods have 2,8,8,18,18,32 and 32
elements. In this seven groups of the chemical elements on exist seven groups
of elements. They are:
Groups of the chemical elements
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Group 1
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Group 2
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Group 3
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Group 4
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Group 5
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Group 6
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Group 7
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2
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2
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2
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2
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2
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2
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2
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8
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10
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12
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14
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16
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18
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20
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8
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18
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30
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44
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60
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78
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98
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18
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36
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66
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110
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170
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248
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346
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18
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54
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120
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230
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400
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648
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994
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32
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86
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206
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436
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836
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1484
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2478
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32
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118
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324
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760
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1596
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3080
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5558
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ê
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ê
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ê
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ê
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ê
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ê
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ê
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118
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324
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760
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1596
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3080
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5558
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9496
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î
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î
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î
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ê
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í
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í
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í
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20932
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í
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ê
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î
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931
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1907 x Y
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931
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é
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é
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Chemical
Code
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Chemical
Code
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29932 = [931 +
(1907+1907+1907+1907+1907) + (1907+1907+1907+1907+1907) + 931]
wavelenghth
Wavelenghth start
from 380 to 780.
Groups of all
wavelenghth = (380 + 381 + 382 ... +780) = 224390;
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Groups of all
wavelenghth
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ê
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224390
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í
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í
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ê
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î
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î
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931
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197
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719,197,719,197,
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719
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931
|
224390 = {[(931+197)+(197+719+197+719+197+719+197+719+197+
+719+
+197) + (197+719+197+719+197+719+197+719+197+719+197)+
(197+931)]
x Y};
Y = 19;
The Origin of the Genetic Code from V.shCherbak
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Phe
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TTT
|
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AAA
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GGG
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Gly
|
CCC
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Pro
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TTC
|
TTA
|
TTG
|
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CCT
|
CCA
|
CCG
|
|
AAT
|
AAC
|
AAG
|
|
GGT
|
GGC
|
GGA
|
|
CTT
|
ATT
|
GTT
|
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TCC
|
ACC
|
GCC
|
|
TAA
|
CAA
|
GAA
|
|
TGG
|
CGG
|
AGG
|
|
TCT
|
TAT
|
TGT
|
|
CTC
|
CAC
|
CGC
|
|
ATA
|
ACA
|
AGA
|
|
GTG
|
GCG
|
GAG
|
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TCA
|
CAT
|
ATC
|
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GCT
|
CTG
|
TGC
|
|
TGA
|
GAT
|
ATG
|
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CAG
|
AGC
|
GCA
|
|
ACT
|
TAC
|
CTA
|
|
TCG
|
GTC
|
CGT
|
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AGT
|
TAG
|
GTA
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GAC
|
CGA
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ACG
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PHE
|
LEU
|
LEU
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PRO
|
PRO
|
PRO
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ASN
|
ASN
|
|
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GLY
|
GLY
|
GLY
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LEU
|
ILE
|
VAL
|
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SER
|
THR
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STOP
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GLN
|
GLU
|
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TRP
|
ARG
|
ARG
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SER
|
TYR
|
CYS
|
|
LEU
|
HIS
|
ARG
|
|
ILE
|
THR
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ARG
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VAL
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GLU
|
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Ser
|
His
|
Ile
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Leu
|
Cys
|
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Stop
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Asp
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Met
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Gln
|
Ser
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Thr
|
Tyr
|
Leu
|
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Ser
|
Val
|
Arg
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Ser
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Stop
|
Val
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Asp
|
Arg
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Thr
|
ä
Number of atoms ATGC
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43
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43
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43
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44
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44
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44
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46
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46
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46
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44
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44
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44
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531
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|||||||
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43
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43
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43
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44
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44
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44
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46
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46
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46
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44
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44
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44
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531
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|||||||
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43
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45
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46
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41
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41
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42
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|
45
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43
|
46
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|
47
|
45
|
47
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|
531
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|||||||
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43
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45
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46
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41
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41
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42
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|
45
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43
|
46
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|
47
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45
|
47
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531
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|||||||
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43
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45
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46
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41
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41
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42
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|
45
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43
|
46
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47
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45
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47
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531
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|||||||
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|||||||
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Number of
atoms of amino acids
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|||||||
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23
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22
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22
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17
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17
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17
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17
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17
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24
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10
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10
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10
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206
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|||||||
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22
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22
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19
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14
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17
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13
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STOP
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20
|
19
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27
|
26
|
26
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225
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|||||||
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14
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24
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14
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22
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20
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26
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|
22
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17
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26
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|
19
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13
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19
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236
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|||||||
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14
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20
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22
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|
13
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22
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14
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Stop
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16
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20
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20
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14
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13
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188
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|||||||
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17
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24
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22
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|
14
|
19
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26
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|
14
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Stop
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19
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|
16
|
26
|
17
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214
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|||||||
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3724
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|||||||
3724 = (931+931+931+931);
Pascal's laws
(UCAG x Code 7)
= 931;
UCAGâ (12,13,15,16) x Code 7) â[(12+(12+13)+(12+13+15)+(12+13+15+16) x 7]=931;
etc.
In this formula are determined macro proportions of mathematical
evolution of nucleotides in genetic processes. As we can see in processes of
mathematical evolution nucleotides ATGC have really evolved to amino acids.
Mathematical evolution of genetic processes is manifested in different ways.
Evolution of groups of atoms is especially interesting.Mathematical correlation
of amino acids and groups of nucleotides are s proof that genetic processes
have evolved from one mathematical shape to another one. They
are a proof that we can uncover some of hidden secrets in that science.
In those examples we translated
the physical and chemical parameters from the language of biochemistry into the
digital language of programmatic, cybernetic and information principles. This
we did by using the adequate mathematical algorithms. By using
chemical-information procedures, we calculated the numerical value for the
information content of molecules DNA and RNA. What we got this way is the
digital pictures of The Standard Code. These digital pictures reveal to us a
whole new dimension of this science. They reveal to us that the biochemical
process is strictly conditioned and determined by programmatic, cybernetic and
information principles.
Protein Isoform
Isoform IDP31946-2
Note: Contains a N-acetylmethionine at position 1 (By similarity).
Features which should be applied to build the isoform sequence: VSP_018632
Sequence
information
|
Length: 244 AA
|
10 20 30 40 50 60 MDKSELVQKA KLAEQAERYD DMAAAMKAVT EQGHELSNEE RNLLSVAYKN VVGARRSSWR 70 80 90 100 110 120 VISSIEQKTE RNEKKQQMGK EYREKIEAEL QDICNDVLEL LDKYLIPNAT QPESKVFYLK 130 140 150 160 170 180 MKGDYFRYLS EVASGDNKQT TVSNSQQAYQ EAFEISKKEM QPTHPIRLGL ALNFSVFYYE 190 200 210 220 230 240 ILNSPEKACS LAKTAFDEAI AELDTLNEES YKDSTLIMQL LRDNLTLWTS ENQGDEGDAG EGEN
Number of atoms Table 1
|
Group of aminoacids
1
|
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Group of aminoacids
2
|
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PTHPIRLGL ALNFSVFYYE
ê
|
Digital codes
|
ILNSPEKACS LAKTAFDEAI AELDTLNEES YKDSTLIMQL LRDNLT
ê
|
|
371
ê
Analog code
ê
|
ê
|
857
ê
Analog code
ê
|
|
173
|
|
758
|
|
î
|
|
í
|
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|
(7x19x7)
|
|
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|
ê
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931
|
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|
é
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Isoform Code
|
|
Analog code of number
371 is number 173, and number 857 is number 758.
(173+857) = 931 = (7
x 19 x 7);
Number of atoms Table 2
|
Group of aminoacids
1
|
|
Group of aminoacids
2
|
|
PTHPIRLGL
ALNFSVFYYE I
ê
|
Digital codes
|
LNSPEKACS LAKTAFDEAI AELDTLNEES YKDSTLIMQL LRDNLT
ê
|
|
393
ê
Analog code
ê
|
ê
|
835
ê
Analog code
ê
|
|
393
|
|
538
|
|
î
|
|
í
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|
(7x19x7)
|
|
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|
ê
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931
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|
é
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Isoform Code
|
|
Number of atoms Table 3
|
Group of aminoacids
1
|
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Group of aminoacids
2
|
|
PTHPIRLGL
ALNFSVFYYE ILê
|
Digital codes
|
NSPEKACS LAKTAFDEAI AELDTLNEES YKDSTLIMQL LRDNLT
ê
|
|
393
ê
Analog code
ê
|
ê
|
835
ê
Analog code
ê
|
|
393
|
|
538
|
|
î
|
|
í
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|
(7x19x7)
|
|
|
|
ê
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931
|
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|
é
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Isoform Code
|
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Number of
atoms
Table 4
|
First group of aminoacids
|
Second gruups of aminoacids
|
Number of atoms
|
Analog code
|
Codes 19 and 7
|
|
EISKKEM QPTHP
|
IRLGLALNFSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
233 and 995
|
332 and 599è
|
(7x19x7) = 931çIsoform Code
|
|
EISKKEM QPTHPI
|
RLGLALNFSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
255 and 973
|
552 and 379è
|
(7x19x7) = 931ç Isoform Code
|
|
EISKKEM QPTHPIR
|
LGLALNFSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
281 and 947
|
182 and 749è
|
(7x19x7) = 931ç Isoform Code
|
|
EISKKEM QPTHPIRLGL
|
ALNFSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
335 and 893
|
533 and 398è
|
(7x19x7) = 931ç Isoform Code
|
|
EISKKEM QPTHPIRLGLA
|
LNFSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
348 and 880
|
843 and 088è
|
(7x19x7) = 931ç Isoform Code
|
|
EISKKEM QPTHPIRLGLAL
|
NFSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
370 and 858
|
073 and 858è
|
(7x19x7) = 931ç Isoform Code
|
|
EISKKEM QPTHPIRLGLALN
|
FSVFYY EIL NSPEKACS
LAKTAFDEAI AELDTLNEES YKDSTLIM
|
387 and 841
|
783 and 148è
|
(7x19x7) = 931ç Isoform Code
|
etc.
Number of atoms Table
5
|
First group of
aminoacids
|
Second groups of
aminoacids
|
Number of atoms
|
Analog code
|
Codes 19 and 7
|
|
TTVSNSQQAYQEAF
|
EISKKEMQPTHPIRLGLALN FSVFYYEILNSPEKACSLAK TAFDEAI AELDT
|
250 and 978
|
052 and 879è
|
(7x19x7) = 931ç Isoform Code
|
|
TTVSNSQQA YQEAFEI
|
SKKEMQPTHPIRL GLALN FSVFYYEILNSPEK ACSLAK TAFDEAI AELDT
|
291 and 937
|
192 and 739è
|
(7x19x7)= 931ç Isoform Code
|
|
TTVSNSQQAY QEAFEISKK
|
EMQPTHPIRLGLALN FSVFYYEILNSPEKACSLAK TAFDEAI AELDT
|
353 and 875
|
353 and 578è
|
(7x19x7) = 931ç Isoform Code
|
etc.
In these tables we will give
experimental proof that digital codes 19 and 7 does exist and are connects
nucleotides in Genetic Code Matrix. We will prove that the process of
sequencing nucleotides is conditioned and determined not only by biochemical,
but by programme, cybernetic, and informational laws.
As we can see, in protein from
this example amino acids are interconnected by mathematical gravitation.
Arithmetic expressions for that gravitation are codes 19 and 7. In genetic
processes there are many other codes. I'll speak about them more on some other
occasion. It is about very complex phenomena. Namely, in formula of genetic
gravitation there are countless constants and variables. Constants are codes 19
and 7, odd and even sequences and some other digital phenomena. Variables are
micro codes, which are in every protein and every other organic compound. We're
certain that these new ideas will contribute to improvement of scientific
research in the field of genetics, biochemistry, medicine and other sciences as
well.
DIGITAL PREDICTION OF INSULIN
Octodon degus insulin mRNA, complete cds.
ACCESSION M57671
VERSION M57671.1 GI:202471
Number of atoms
ê
etc.
Number of atoms Table 1
|
Group of
nucleotides 1
|
|
Group of
nucleotides 2
|
|
sig_peptide 11..26
ê
|
Digital codes
|
sig_peptide 27..93
ê
|
|
235
ê
Analog code
ê
|
ê
|
993
ê
Analog code
ê
|
|
532
|
|
399
|
|
î
|
|
í
|
|
|
ê
|
|
|
|
931
|
|
|
|
é
|
|
|
|
Insulin Code
|
|
Analog code of number
371 is number 173, and number 857 is number 758.
(173+857) = 931 = (7
x 19 x 7);
Number of atoms Table 2
|
Group of
nucleotides 1
|
|
Group of
nucleotides 2
|
|
sig_peptide 11..27
ê
|
Digital codes
|
sig_peptide 28..93
ê
|
|
250
ê
Analog code
ê
|
ê
|
978
ê
Analog code
ê
|
|
052
|
|
879
|
|
î
|
|
í
|
|
|
ê
|
|
|
|
931
|
|
|
|
é
|
|
|
|
Insulin Code
|
|
Number of atoms Table 3
|
Group of
nucleotides 1
|
|
Group of
nucleotides 2
|
|
sig_peptide 11..28
ê
|
Digital codes
|
sig_peptide 29..93
ê
|
|
263
ê
Analog code
ê
|
ê
|
965
ê
Analog code
ê
|
|
362
|
|
569
|
|
î
|
|
í
|
|
|
ê
|
|
|
|
931
|
|
|
|
é
|
|
|
|
Insulin Code
|
|
Number of atoms Table 4
|
Group of
nucleotides 1
|
|
Group of
nucleotides 2
|
|
sig_peptide 11..29
ê
|
Digital codes
|
sig_peptide 30..93
ê
|
|
278
ê
Analog code
ê
|
ê
|
950
ê
Analog code
ê
|
|
872
|
|
059
|
|
î
|
|
í
|
|
|
ê
|
|
|
|
931
|
|
|
|
é
|
|
|
|
Insulin Code
|
|
etc.
These are barely some of the
examples for sequencing of phenomena with numbers: 19, 7 and 931 that we have
discovered in basic code in the Genetic itself. Similar relationships exist for
all other phenomena in Nature. Whatever has been created in this world has been
created in that way, namely with numbers 19, 7 and 931.
Orbits
of electrons
Example 1
Electrons in atoms of chemical
elements rotate around atom's nucleus. It rotates through electronic shells or
energetic levels. Those shells are being marked like this: K, L, M, N O, P and
Q. For instance, Chemical element Ku
(Kurcatovium) has total 104 electrons.
Electrons in that atom are distributed like this:
|
K
|
L
|
M
|
N
|
O
|
P
|
Q
|
|
2
|
8
|
18
|
32
|
32
|
10
|
2
|
This is how mathematical image of
those electrons looks like. Now we'll decode that mathematical image. When we
decode it, we'll find out that those electrons, while they rotate around atomic
nucleus, in their paths are writing Matrix Code 931. Decoding of those
electrons will be done this way:
|
K
|
L
|
M
|
N
|
O
|
P
|
Q
|
||||||||
|
2
|
8
|
18
|
32
|
32
|
10
|
2
|
||||||||
|
|
|
|
ê
|
|
|
|
||||||||
|
|
|
|
2081832321002
|
|
|
|
||||||||
|
|
|
|
ê
|
|
|
|
||||||||
|
|
|
|
(931
+ 931...+
931)
|
|
|
|
||||||||
|
|
|
|
é
|
|
|
|
||||||||
|
|
|
|
Matrix Code
|
|
|
|
||||||||
2081832321002 =
(931+931+931..., +931);
As we see, electrons in this
atom, while they rotate around atomic nucleus, in their paths are really
writing Matrix Code 931.
Example 2
While electrons rotate around
atomic nucleus, at the same time they are everywhere around atomic nucleus- in
the shape of clouds. With the following example we will explain how that
concretely looks like:
Ku (104)
|
Q,P,O,N,M,L,K
|
|
K,L,M,N,O,P,Q
|
|||
|
ê
|
|
ê
|
|||
|
2103232180802
|
|
2081832321002
|
|||
|
î
|
|
í
|
|||
|
|
21399859800
|
|
|||
|
í
|
ê
|
î
|
|||
|
|
719,719,719,719,719,719,719,719,719,719,719,719
931,931,931,931,931,931,931,931,931,931,931,
é
Matrix Code
|
|
|||
21399859800 = [(719+931)
+ (719+931) ...+ (719 + 931)]
Therefore, at the same time electrons in every part of their
path above atomic nucleus, while rotating around nucleus are writing Matrix
Code 931.
Example 3
Sc (21)
|
N,M,L,K
|
|
K,L,M,N,
|
|||
|
ê
|
|
ê
|
|||
|
2,09,08,02
|
|
2,08,09,02
|
|||
|
ê
|
|
ê
|
|||
|
2100802
|
|
2081002
|
|||
|
î
|
|
í
|
|||
|
|
9900
|
|
|||
|
í
|
ê
|
î
|
|||
|
|
719,719,719,719,719,719
931,931,931,931,931,931,
é
Matrix Code
|
|
|||
(2090802-2080902) = 9900;
9900 = [(719+931) + (719+931) ...+ (719 + 931)]
etc.
Nuclear
rows(1)
|
Po
S1 = ( U + Ra) = ( 92 + 88 ) = 180;
S2 = (U + Ra + Rn) = ( 92+88+86) = 266;
Po
Po
axS║Sxaà081║180;662║266;
053║350; 234║432;
(
Sxa + Sxb + Sxn) = Xk; kX║Kx; (kX 1 + kX2) = 931;
931 ç NuclearCode
|
Nuclear rows(2)
|
Po
S1 = ( U + Ra) = ( 92 + 88 ) = 180;
S2 = (U + Ra + Rn) = ( 92+88+86) = 266;
Po
Po
axS║Sxaà081║180;662║266;
053║350; 234║432;
(
Sxa + Sxb + Sxn) = Xk; kX║Kx; (kX 1 + kX2) = 931;
-----------------
[S4 + (S1 + S2 + S3)]
ê
(432+796)
ê
(234+697)
ê
931
é
Nuclear Code
|
Nuclear
rows(3)
|
U = 92; Ra = 88; Rn = 86
S1 = ( U + Ra) = ( 92 + 88 ) =
180;
S2 = (U + Ra + Rn) = (
92+88+86) = 266;
S3=(U+Ra+Rn+
S4=( U+Ra+Rn+
axS║Sxaà081║180;662║266; 053║350;
234║432;
( Sxa + Sxb + Sxn) = Xk; kX║Kx;
(kX 1 + kX2) = 931;
[S3
+ (S1 + S2 + S4)]
ê
(350+878)
ê
(053+878)
ê
931
é
Nuclear Code
|
THE SPEED OF LIGHT
The speed of light is
299.792,458 km per second.
Example 1
= [173142+(8 931 + 8 931)];
[(17314x17314) + (8 931 + 8 931)] = 299 792 458;
931 ç Code of the speed of light
Example 2
|
|
The speed of light
|
|
||
|
|
ê
|
|
||
|
|
299.792,458
|
|
||
|
|
ê
|
|
||
|
|
299792458
|
|
||
|
|
ä
|
|
||
|
|
{[(197+(74+139+931) x Y)+197};
|
|
||
|
|
ê
|
|
||
|
|
931
|
|
||
|
|
á
|
|
||
|
|
Code of the speed
of light
|
|
||
Y = 262;
299792458 = {[(197+(74+139+931)x
262]
+ 197};
|
|
Atomic mass
|
|
||||||
|
|
ê
|
|
||||||
|
|
Arh=(mH:u)=(0,1674x10-23g:o,1660x10-23)=1,0075
ê
|
|
||||||
|
|
1,0075
|
|
||||||
|
|
ê
|
|
||||||
|
|
10075
|
|
||||||
|
|
ê
|
|
||||||
|
|
74+139+931+8 931
|
|
||||||
|
|
ê
|
|
||||||
|
|
931
|
|
||||||
|
|
á
|
|
||||||
|
|
Code of atomic mass
|
|
||||||
Avogard’s number
Avogardov broj = 6,02214 x 1023
Connection:
6,02214 = 602214;
602214 = [(197 + 931) + (197 +931) + (931 x Y) + (931 + 197) + ( 931 + 197)];
á á á á á
God’s Sign God’s Sign God’s Sign God’s
Sign God’s Sign
Y = 646;
Atom of Gold (Au)
|
|
Au
|
|
||||
|
|
ê
|
|
||||
|
|
79
|
|
||||
|
|
ê
|
|
||||
|
|
{[S7(79)
x 19)] -(S19(79) x 7)] + (7 x
19)}
ê
|
|
||||
|
|
931
|
|
||||
|
|
á
|
|
||||
|
|
Atomic Code
|
|
||||
{(7x19)+[(S7(79)x
19)-(S19(79)x7)]}=931;
S7(79)=(73+74+75+76+77+78+79)=532;
S19(79)=(61+62+63...+79)=1330;
{(7x19)+[532x19)-(1330x7)]}=931;
Atom of
Platinium (Pt)
|
|
Pt
|
|
||||
|
|
ê
|
|
||||
|
|
78
|
|
||||
|
|
ê
|
|
||||
|
|
{[S7(78)
x 19)] -(S19(78) x 7)] + (7 x
19)}
ê
|
|
||||
|
|
931
|
|
||||
|
|
á
|
|
||||
|
|
Atomic Code
|
|
||||
Phenomenon
R
|
|
X
|
|
||||
|
|
ê
|
|
||||
|
|
{[S7(R)
x 19)] -(S19(R) x 7)] + (7 x
19)}
ê
|
|
||||
|
|
931
|
|
||||
|
|
á
|
|
||||
|
|
Atomic Code
|
|
||||
Now since we were able to see that code 197 is
really a correlation that mutually connects the above mentioned digital words
into digital images of Nature.
Using the similar way we can
carry out the connection of corresponding chemical elements in all digital
images of chemical compounds in chemistry, biochemistry, genetics, physics and
other natural sciences. When we do that
we will have the digital words that are mutually connected with the codes of 19
and 7. All biochemical compounds in
nature are exclusively constructed only from those chemical elements, whic in
their corresponding digital images are mutually interconnected with these
abovementioned codes.
Elektrons in atoms
(Fragment 1)
|
|
K
|
L
|
|
|
1
|
2
|
|
H
|
1
|
|
|
Li
|
2
|
1
|
|
Be
|
2
|
2
|
|
B
|
2
|
3
|
|
C
|
2
|
4
|
|
N
|
2
|
5
|
|
O
|
2
|
6
|
|
F
|
2
|
7
|
|
Ne
|
2
|
8
|
1è1;
(2,1) è21;
(2,2) è22;
(2,3) è23;
etc.
(1+21+22+23+24+25+26+27+28)
= 197;
Elektrons in atoms
(Fragment 2)
|
|
K
|
L
|
M
|
|
|
1
|
2
|
3
|
|
Na
|
2
|
2 6
|
1
|
|
Mg
|
2
|
2 6
|
2
|
|
Al
|
2
|
2 6
|
2 1
|
|
Si
|
2
|
2 6
|
2 2
|
|
P
|
2
|
2 6
|
2 3
|
|
S
|
2
|
2 6
|
2 4
|
|
Cl
|
2
|
2 6
|
2 5
|
|
Ar
|
2
|
2 6
|
2 6
|
(2261+2262+22621+22622+22623+22624+22625+22626)=140264;
140264 = (197+197+197...+197);
O
r b i t a les
s=
01; p= 03; d= 05; f= 07;
Connection:
01, 03, 05, 07 è 01030507;
1030507 = ( 197 + 197 + 197 + 197....+ 197);
Electrons
in orbitales
S
= 02; P = 0 6; D= 10; F = 14;
Connection:
02,
06, 10, 14 è 02061014:
2061014 = ( 197 + 197 + 197 + 197...+ 197);
2061014 = (197 x 10462);
Select an element from the periodic table
Example 1
(310+409)=719;
(1003+904) =1907;
Example 2
(311 + 408) = 719; (1103+804) = 1907;
Example 3
(412+307) =719;
(1204+703) = 1907;
etc.
In biochemical digital images, it
is written, which chemical compunds exist in the nature, how they are
structured, how many chemical elements they have, which atomic number they
have, how many atoms and molecules there are in those chemical compunds, etc.
These information enable us to concieve many secrets from that science and to
find out correct answers to many questions.
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