The (0,1,1)-initiated variant of the conjecture, drawn as its two given constructions. Both invert the origin's regime (T > D → P < 0): the effect figure at P = −6.5432, the compact one at P = √5 − √10 = −0.9262 (closed form). The 2/3 ray meets the effect orthogonal at exactly 99/100 of its √13 run; the compact perpendicular closes on its own dyadic endpoint (1.5, 0.5) and lands at x = 5/3. The weight-2 necklace (011 → 110 → 101) and the conversion identity (1/3)·(3/4) = 1/4 print below.
Each given cascade against its own recurrence (O' = C' = E,
E' = 1 − O' − C'). The 4th wall (effect): the O/C propagation holds
at every state; the E-book deviations are +1, +1, −2, 0, 0 — net zero; the sums
settle to 1 from state 03; from 03 the given cascade is the free one delayed one state; the
denied state is (−5, −5, 11) — the origin's 05.
The 3rd wall (compact — part of the thick present; the cascade that renders the second
figure): conservation is exact at every state (sums 1,1,1,1 — no boot anomaly;
every state at the conjecture's own weight 1); the O-propagation is exact; the single anomaly is
C held at state 01 (the held bit moves with the wall: C at the 3rd, E at the 4th —
flagged, held); the denied state is (−1, −1, 3) — the
origin's 03.
| state | given O,C,E | free O,C,E | E dev | row sum |
|---|
Recorded cascade runs (contrib · local-first).
| seq | config | settle | net E dev | lag from | denied next | origin row |
|---|