The subject under this discussion is research of the cybernetics and informatics lawfulness in insulin molecules.

The modern science are seeking for periodical law and periodical code. The question is: Does that code exist and how it looks like? During this scientific research of the phenomenon's in genetics we found out some of those secrets. On this occasion we wish to inform scientific public with program-cybernetics lawfulness in insulin molecules.

MOLECULE OF INSULIN

Chain A

Phe,(F), Val(V), Asn(N), Gln(Q), His(H), Leu(L), Cys(C),

Gly(G), Ser(S), His(H), Leu(L), Val(V), Glu(E), Ala(A), Leu(L),

Tyr(Y), Leu(L), Val(V), Cys(C), Gly(G), Glu(E), Arg(R), Gly(G),

Phe(F), Phe(F), Tyr(Y), Thr(T), Pro((P), Lys(K), Ala(A)

Chain B

Glu(E), Ileu(J), Val(V), Glu(E), Gln(Q), Cys(C), Cys(C), Ala(A),

Ser(S), Val(V), Cys(C), Ser(S), Leu(L), Tyr(Y), Gln(Q), Leu(L),

Glu(E), Asn(N), Tyr(Y), Cys(C), Asn(N),

Number of atoms:

Detailed analyses of periodic schedule of insulin code tells us that periodicity is accomplished by sequencing of molecule in a sign of codes 19 and 7.

Example:

(Chain “A”)

ß

ß

Connection of the codes 19, and 7 = 197;

Connection of the codes 7 and 19 = 7l9;

In this table, mathematics legality in comparation of amount of atoms is very obvious.

These are just some fragments of matrix insulin code, and about that code we will tell in the following period.

(Chain “A”)

ß

ß

Decoding of number 13987:

13987 = (197 + 197 + 197 +…197);

13987 = 197 x 71;

Decoding scheme 3

(Chain “A”)

ß

ß

(197 + 197 + 197 + 197 + 197 + 197 +197)

ß

1379

ß

13 and 79

ß

(Sa – Sb) = (X1 - X2) = (13 x 79);

a = 85; b = 72;

(S85 – S72) = ( 3655 – 2628) = (13 x 79);

************

a = 85 = ( +23) + (+3) + (+2) + (+4) + (+6) + (+2) + (+9) + (+1) +

b = 72 = (-4) + (-2) + (-8) + (-4) + (-3) + (-6) + (-1) + (-3) +

ß

Number of atoms in amino acids

Micro code in Chain “A” is code 13.

SX(7) = X; X = 13;

S13(7) = [ (-)5 + (-)4 + (-3) + (-2) + (-1) + 0 + 1 + 2 + 3 + 4 + 5 + 6 + 7) = 13] ;

*****************************

SX(19) = X ²;

X= 13;

S13(19) = (7 + 8 + 9 + 10 + 11 + 12 + 13 + 14 + 15 + 16 + 17 + 18 + 19);

S13(19) = 169 = ( 13 x 13);

************************

[ ( S7(13) + S19(13) ) - ( 19 x 7)] = 13;

Micro code 13 is in correlation with codes 19 and 7. This code is output of the codes 19 and 7.

***********************

Chain “A” has 556 atoms.

S13(556) = 7150; 7150 = (139 + 931) + ( 197 x Y ) + (931 + 139) + (Y x 197) +

+ (139 + 931);

Y = 10;

Decoding scheme 4

(Chain “A” and Chain “B”)

(139 + 931) = 1070;

1070 = (565 + 505);

565 = (431 + 134); 505 = ( 104 + 401);

Comment: Analog code of the number 134 is number 431, and the number 104 is number 401;

134 = (49 + 85);

104 = (72 + 32);

Corresponding numbers are 85 and 72, and 49 and 32

Decoding scheme:

ß

a = 85 = [ ( +23) + (+3) + (+2) + (+4) + (+6) + (+2) + (+9) + (+1) +

b = 72 = { [ (-4) + (-2) + (-8) + (-4) + (-3) + (-6) + (-1) + (-3) +

+ (-5) + (-4) + (-15) + (-6) + (-11)] X (-1)} ;

ß

Number of atoms in amino acids

Decoding scheme:

49 Ö 32

ß

a1 = 49 = [ ( +19) + (+3) + (+1) + (+1) + (+5) + (+8) + (+1) + (+2) +

b1 = 32 = { [ (-3) + (-6) + (-1) + (-5) + (-3) + (-3) + (-2) + (-9)] X (-1)} ;

ß

Number of atoms in amino acids

S7 (934) = (928 + 929 + 930 + 931 + 932 + 933 + 934) = 6517;

Example 2

9178 = { (19 x 7) + [ ( 74 + 931) x Y] }

Y = 9;

In these examples sequencing is conditioned with Codes 19 ,7, 74

Comment 

Number of atoms in triplets of amino acids

(1089 + 544 + 766 + 969 + 646 + 626) = 4640;

4640 = ( 197 + ( 931 + 931 + 931 + 931) + 719);

As we see those groups of amino acids are coded with codes 19, 7 and 931.

Connection of range of amino acids

and number of atoms