Behavior of composite numbers
You can check more examples in the factorization tool
At each multiple of 6, every Pp present from 0 up to the observed integer changes its position in the structure for each iteration of 6.
0
1 = (6·0) + 1
2
3
4
6x1
5 = (6·1) - 1
6
6
7 = (6·1) + 1
8
9
10 = 5 · 2
11 = (6·2) - 1
12
12
13 = (6·2) + 1
14
15 = 5 · 3
16
17 = (6·3) - 1
18
18
19 = (6·3) + 1
20 = 5 · 4
21
22
23 = (6·4) - 1
24
24
25 = 5 · 5
26
27
28
29 = (6·5) - 1
30
30 = 5 · 6
31 = (6·5) + 1
32
33
34
35 = 5 · 7
36
If it is Ppₐ, the path is upwards
If it is Ppb, the path is downwards
If Pp = 6 · 1 ± 1 => At each interval it changes position
If Pp = 6 · 2 ± 1 => Every 2 intervals it changes position
...
See the case of 11, which moves upwards every two times (at 22 and 33)