03-10-2026, 12:23 PM
Thank, great work!
I think some sort of directed network qith q as a hub is a better description than a wheel. In A o->q is the most normal, in B d->q is the most normal. In both q->y/ch is most normal. In herbal (A) y->o->q->y behaves like a closed cycle: when distance is 2 lines all 3 edges reverse, as predicted.
It seems to be a one line memory: once you know the line above, the line two above adds nothing (I could only test this properly in B). The reversal in A fits this, since it is just two ordinary steps around the ring. When or why the rule is broken I have found no answer for.
I will run some more analysis on this, but from your analysis:
1. Does the forward/backward asymmetry (about 63% forward) survive your paragraph-position control?
2. How much of the 0.323 bits for paragraph position comes from line 1 alone, where paragraphs start with a gallows? How much remains from line 2 on?
I think some sort of directed network qith q as a hub is a better description than a wheel. In A o->q is the most normal, in B d->q is the most normal. In both q->y/ch is most normal. In herbal (A) y->o->q->y behaves like a closed cycle: when distance is 2 lines all 3 edges reverse, as predicted.
It seems to be a one line memory: once you know the line above, the line two above adds nothing (I could only test this properly in B). The reversal in A fits this, since it is just two ordinary steps around the ring. When or why the rule is broken I have found no answer for.
I will run some more analysis on this, but from your analysis:
1. Does the forward/backward asymmetry (about 63% forward) survive your paragraph-position control?
2. How much of the 0.323 bits for paragraph position comes from line 1 alone, where paragraphs start with a gallows? How much remains from line 2 on?