1st:- 33 digits of letters values representing 19 letters

We compare the type of each digit in letters value (even/odd) with the type of it’s digit position one time, and the type of it’s letter position another time.

Even digits in odd positions or odd digits in even positions are hetrogen digits.
Even digits in even positions or odd digits in odd positions are homogen digits.

Hetrogen digits based on digits positions from 1 to 33:-

EX:- The digits themselves are odd, but positioned in even digits position OR the digits themselves are even, but positioned in odd digits position.

2,0,0
1
1,2,0,4
3,0,0,8,1,0,0

Sum of Digits = 22

Homogen digits based on digits positions from 1 to 33:-

EX:- The digits themselves are odd, and also positioned in odd digits position OR the digits themselves are even, and also positioned in even digits position.

6,4
3,0,3,0,5
3,0,0,8,0,5,0
1,2,0,4

Sum of Digits = 44

So letters sum of digits (66) is distributed in harmony into 22 as sum of hetrogen digits group “based on digits positions”, and into 44 as the sum of homogen digits group

Harmony is based on fact 44 is double 22 (22 x 2).

Hetrogen digits based on letters positions from 1 to 19:-

2,4,0
1,0,3
1,0,8,0
1,0,8,1,4,0

Sum of digits = 33

Homogen digits based on letters positions from 1 to 19:-

6,0
3,0,5
3,2,0,0,4,0,5
3,2,0,0,0

Sum of digits = 33

So letters sum of digits (66) is distributed in harmony into 33 as sum of hetrogen digits group “based on letters positions”, and into 33 as the sum of homogen digits group

Harmony is based on fact both groups sums adds up to 33.

2nd:- 11 digits of words values representing 4 words

We compare the type of each digit in words values (even/odd) with the type of it’s digit position one time, and the type of it’s words position another time.

Even digits in odd positions or odd digits in even positions are hetrogen digits.
Even digits in even positions or odd digits in odd positions are homogen digits.

Hetrogen digits based on digits positions:-

2
6
3,2,9
2

Sum of Digits = 24

Homogen digits based on digits positions:-

1,0
6

8,9

Sum of Digits = 24

So words sum of digits (48) is distributed in harmony into 24 as sum of hetrogen digits group “based on digits positions”, and into 24 as the sum of homogen digits group

Harmony is based on fact both of groups sum adds up to 24.

Hetrogen digits based on words positions:-

0,2

2
9

Sum of Digits = 13

Homogen digits based on words positions:-

1
6,6
3,9
2,8

Sum of Digits = 35

13,35 represents the positive digits in 1,30,30,5 as a signature for ALLH