What is so special about (0, 2ˆn)? I see a relationship between (3, 6) and (0, 8), but I'm not sure I'm grasping it fully.
It depends on the parity, but we have two derivatives. 4t and 4t + 2.
It also relates to the sequences in (e, n). I haven't nailed it down entirely, but the changes are something along the lines of 4tn + 2n or 4tn + offsets here and there.
I have a question. We've been talking about how this is all a fractal. Is this fractal visual? Similar to Mandelbrot set. Has it been generated? I'd very much like to see it, if possible.