Using an example found here with terminal digits I investigated ;
alpha series 1, 3, 7, 6, 4, 9. = 3
+neyɘn series 1, 2, 4, 8, 7, 5 = 9
+omega series 8, 6, 2, 3, 5, 0 = 6
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= NEYƎИ Sequence 1, 2, 4, 8, 7, 5 = 9
Here are my findings;
alpha series; 937641 - 137649 = 799992 /9 = 88888, palindrome number, not prime. 88888 /9 = 9876.4444444444444
The list of divisors of 88888 = 2, 41, 271
neyen series; 524871 - 124875 = 399996 /9 = 44444, palindrome number - not prime. 44444/9= 4938.22222222222222
The list of divisors of 44444 = 2, 41, 271
omega series; 862350 - 062358 = 799992 /9 = 88888, palindrome number - not prime. 88888 /9 = 9876.4444444444444
The list of divisors of 88888 = 2, 41, 271
44444 + 88888 + 44444 = 222220 not prime
The list of divisors of 222220 = 2, 5, 41, 271
222220 /9 =24691.111111
9876.44444 + 4938.22222 + 9876.44444 = 24691.11111
A footnote; The largest prime factor of 88888888 is 137 or a (alpha)
alpha series 1, 3, 7, 6, 4, 9. = 3
+neyɘn series 1, 2, 4, 8, 7, 5 = 9
+omega series 8, 6, 2, 3, 5, 0 = 6
_____________________________
= NEYƎИ Sequence 1, 2, 4, 8, 7, 5 = 9
Here are my findings;
alpha series; 937641 - 137649 = 799992 /9 = 88888, palindrome number, not prime. 88888 /9 = 9876.4444444444444
The list of divisors of 88888 = 2, 41, 271
neyen series; 524871 - 124875 = 399996 /9 = 44444, palindrome number - not prime. 44444/9= 4938.22222222222222
The list of divisors of 44444 = 2, 41, 271
omega series; 862350 - 062358 = 799992 /9 = 88888, palindrome number - not prime. 88888 /9 = 9876.4444444444444
The list of divisors of 88888 = 2, 41, 271
44444 + 88888 + 44444 = 222220 not prime
The list of divisors of 222220 = 2, 5, 41, 271
222220 /9 =24691.111111
9876.44444 + 4938.22222 + 9876.44444 = 24691.11111
A footnote; The largest prime factor of 88888888 is 137 or a (alpha)