By investigating 19 Values representing Basmala cumulative letters from 2 until 786.

The 19-multiple values, are shown in blue, while prime values are shown in red.

2
62
102

103 * 27th prime
133 ** 19 * 7
163 * 38th prime
168

169
199 * 46th Prime
399 ** 19 * 21
407
447
497

498
528
728
736
746
786

We have two values that are 19-multiples

133 = 19 x 7 —–> 5th Letter Position
399 = 19 x 21—–> 10th Letter Position

1+3+3 = 7 —> same as multiplication factor by 19
3+9+9 = 21 —> same as multiplication factor by 19

7 & 21 the mulitplication factors are related

21 = 7 x 3

5 & 10 the letters positions are related in the same way

10 = 5 x 2

In 19 Values representing Basmala cumulative letters from 2 until 786
We have three values that are prime numbers

103 —-> 27th Prime —-> 4th Letter Position
163 —-> 38th Prime —-> 6th Letter Position
199 —-> 46th Prime —-> 9th Letter Position

38th prime the middle prime = 19 x 2

4 + 6 + 9 = 19

* Note that 469 itself is 67 x 7, where 67 is the 19th prime, and 7 is the 4th prime (19 letters, 4 words)

1+0+3 +1+6+3 +1+9+9 = 33

103 + 163 + 199 = 465 = Tn 30 (The 19th Composite)

Note that word ALLH contains two primes in cumulative values 103 & 163
Sum of Both = 266 … Note only 266 = 19 x 14
But 2,66 indicate precisely position and value of word ALLH within Basmala.
The sum of values of positions of both letters (4,5) = 9
The sum of original values of both letters (1,30) = 31 —> Note that 31 is the 11th prime —> 11 is biggest prime for 66
931 = 19 x 7 x 7

A 19-multiple relation also exists in the ranks of first & last primes

46 – 27 = 19
46 + 27 = 73 (The biggest Prime factor of 130305 as a combined value)

Note that Prime Letters are within their words the 1st, 3rd, 2nd letters —> 132 = 66 x 2

199 the biggest prime

1+9+9 = 19

199 is the 46th Prime —> 46 is related to 406 the sum of unique letters composing Basmala as the first & last digits and as the positive integers in 406.