The 2 shell is extraordinary in that the reveal shell is the same as the prime shell, ie 2×1=2. The 1 shell is even more extraordinary in that it has no echo shell, ie 1 to the power of anything is still 1.
If we look again at the 3 shell, Figure 17, whose reveal shell is 3×2×1=6 (black), we see echoes in the 12, 18, 24 and 36 shells (blue). Well 36 is the square of 6. We don’t get an echo in the 30 shell because it is actually the reveal shell of the 5 shell, 5×3×2×1=30 (black), which just happens to be the next prime number after 3. So it appears that there are echoes of the reveal shell that are multiples of the reveal shell up to the next prime number. Thereafter all squares of the reveal of the prime are echo shells, because a power of any number must have the same factors as the number it’s a power of.