Schweet, the automatic embedding worked.
Okay, using the counting system that we employ (1-2-3-4-5-6-7-8-9-10, etc), here are the numbers with the total of each previous numbers and what each fadically reduces to ...
0 ===== 0 ============== 0
1 ===== 1 ============== 1
2 ===== 3 ============== 3
3 ===== 6 ============== 6
4 ===== 10 ============= 10
5 ===== 15 = 6 ========== 6
6 ===== 21 = 3 ========== 3
7 ===== 28 = 10 ========= 10
8 ===== 36 = 9 ========== 9
9 ===== 45 = 9 ========== 9
10 ==== 55 = 10 ========= 10
11 ==== 66 = 12 = 3 ====== 3
12 ==== 78 = 15 = 6 ====== 6
13 ==== 91 = 10 ========= 10
14 ==== 105 = 6 ========= 6
15 ==== 120 = 3 ========= 3
16 ==== 136 = 10 ======== 10
17 ==== 153 = 9 ========= 9
18 ==== 171 = 9 ========= 9
19 ==== 190 = 10 ======== 10
20 ==== 210 = 3 ========= 3
21 ==== 231 = 6 ========= 6
22 ==== 253 = 10 ======== 10
23 ==== 276 = 15 = 6 ===== 6
24 ==== 300 = 3 ========= 3
25 ==== 325 = 10 ======== 10
26 ==== 351 = 9 ========= 9
27 ==== 378 = 18 = 9 ===== 9
28 ==== 406 = 10 ======== 10
29 ==== 435 = 12 = 3 ===== 3
30 ==== 465 = 15 = 6 ===== 6
31 ==== 496 = 19 = 10 ==== 10
32 ==== 528 = 15 = 6 ===== 6
33 ==== 561 = 12 = 3 ===== 3
34 ==== 595 = 19 = 10 ==== 10
35 ==== 630 = 9 ========= 9
36 ==== 666 = 18 = 9 ===== 9
37 ==== 703 = 10 ======== 10
38 ==== 741 = 12 = 3 ===== 3
39 ==== 780 = 15 = 6 ===== 6
40 ==== 820 = 10 ======== 10
41 ==== 861 = 15 = 6 ===== 6
42 ==== 903 = 12 = 3 ===== 3
43 ==== 946 = 19 = 10 ==== 10
44 ==== 990 = 18 = 9 ===== 9
45 ==== 1035 = 9 ======== 9
46 ==== 1081 = 10 ======= 10
47 ==== 1128 = 12 = 3 ==== 3
48 ==== 1176 = 15 = 6 ==== 6
49 ==== 1225 = 10 ======= 10
50 ==== 1275 = 15 = 6 ==== 6
51 ==== 1326 = 12 = 3 ==== 3
52 ==== 1378 = 19 = 10 === 10
53 ==== 1431 = 9 ======== 9
54 ==== 1485 = 18 = 9 ==== 9
55 ==== 1540 = 10 ======= 10
56 ==== 1596 = 21 = 3 ==== 3
57 ==== 1653 = 15 = 6 ==== 6
58 ==== 1711 = 10 ======= 10
59 ==== 1770 = 15 = 6 ==== 6
60 ==== 1830 = 12 = 3 ==== 3
= 10 - 3 - 6 - 10 - 6 - 3 - 10 - 9 - 9 - 10 ... infinitely repeating.
Every 10th number ...
10 = 55 ~~~~~ 55 ========== 10
20 = 210 ~~~~ 155 ========= 3
30 = 465 ~~~~ 255 ========= 6
40 = 820 ~~~~ 355 ========= 10
50 = 1275 ~~~ 455 ========= 6
60 = 1830 ~~~ 555 ========= 3
70 = 2485 ~~~ 655 ========= 10
80 = 3240 ~~~ 755 ========= 9
90 = 4095 ~~~ 855 ========= 9
100 = 5050 ~~ 955 ========= 10
... produces the same sequence when fadically reduced. A fractal of the original sequence.
Hopefully this will show properly or I all be editing to fix it ...
Fadically Reduced Factor 9 Number Grid
10/1 ..... 2 ......... 3 ......... 4 ......... 5 ......... 6 ......... 7 ......... 8 ......... 9 .......... = 45 = 9
2 .......... 4 .......... 6 ......... 8 ......... 10/1 .... 3 ......... 5 .......... 7 ......... 9 .......... = 45 = 9
3 .......... 6 .......... 9 ......... 3 ......... 6 .......... 9 ......... 3 .......... 6 ......... 9 .......... = 54 = 9
4 .......... 8 .......... 3 ......... 7 ......... 2 .......... 6 ......... 10/1 .... 5 ......... 9 .......... = 45 = 9
5 .......... 10/1 .... 6 ......... 2 ......... 7 .......... 3 ......... 8 .......... 4 ......... 9 .......... = 45 = 9
6 .......... 3 .......... 9 ......... 6 ......... 3 .......... 9 ......... 6 .......... 3 ......... 9 .......... = 54 = 9
7 .......... 5 .......... 3 ......... 10/1 ... 8 .......... 6 ......... 4 .......... 2 ......... 9 .......... = 45 = 9
8 .......... 7 .......... 6 ......... 5 ......... 4 .......... 3 ......... 2 .......... 10/1 ... 9........... = 45 = 9
9 .......... 9 .......... 9 ......... 9 ......... 9 .......... 9 ......... 9 .......... 9 ......... 9 .......... = 81 = 9
= .......... = .......... = ......... = ......... = .......... = ......... = .......... = ......... =
45 ........ 45 ........ 54 ....... 45 ....... 45 ........ 54 ....... 45 ....... 45 ....... 81
= 9 ....... = 9 ....... = 9 ...... = 9 ...... = 9 ....... = 9 ....... = 9 ..... = 9 ....... = 9
45 - 45 - 54 .... 45 - 45 - 54 .... 45 - 45 - 81
45 + 45 + 54 = 144
45 + 45 + 81 = 171
144 + 144 + 171 =459
The frequency of appearance of each number, plus multiplication of each fadically reduced ...
1 = 6 times appearing .......... 1 x 6 = 6
2 = 6 times appearing .......... 2 x 6 = 12 = 3
3 = 12 times appearing ........ 3 x 12 = 36 = 9
4 = 6 times appearing .......... 4 x 6 = 24 = 6
5 = 6 times appearing .......... 5 x 6 = 30 = 3
6 = 12 times appearing ........ 6 x 12 = 72 = 9
7 = 6 times appearing .......... 7 x 6 = 42 = 6
8 = 6 times appearing .......... 8 x 6 = 48 = 3
9 = 21 times appearing ........ 9 x 21 = 189 = 9
Fadically
6-3-9-6-3-9-6-3-9
The same series in the grid for the 6.
The 3 & 6 each have a frequency of appearing 12 times ... reverse those numbers and 21 times is the frequency of the 9 appearing ... 12 -> 9 <- 21, difference of 9.
The 3-6-9 each has only those numbers appear on their place/series on the grid.