{
 "tm": "1RB0RA_1LC0LD_1LE1LD_0LB0RE_1RF0LA_---0RA",
 "bucket_reason": "Parked by the flush_lemma stop rule (bounded-post H escapes, no linear flush bound), but the failure has the same shape as #28's flush, which #28 is proving now.",
 "question": "Keep #7 parked until #28's flush lemma is proved and then port it (value-form bound), fund a value-form flush stage here now, or park for good?",
 "options": [
  {
   "id": "after_28",
   "label": "Park now, reopen for one stage once #28's flush lemma is proved",
   "consequence": "No compute now. When #28 is closed, one stage ports its argument: the flush time is exponential in the digits the transient crosses, so bound it by the counter value (v <= m budget), not by L. If the port fails, park for good."
  },
  {
   "id": "value_route",
   "label": "One stage now: the value-form flush lemma here",
   "consequence": "Derive the exact flush time of the slow carry (the 1-run family already gives tau = 2^(j/2+5) - 3), prove v <= m inductively, and bound the linear part (bit-0 digits and fillers walked) by m >= c*L. Several stages likely; it duplicates #28's work in progress."
  },
  {
   "id": "park",
   "label": "Park for good",
   "consequence": "Mechanism, rules, closed invariant H and run facts stay documented; the flush lemma stays open."
  }
 ],
 "recommended": "after_28",
 "rationale": [
  "Stop rule fired: H_3 escapes at iteration 1; tau/L hits 27 on eat outputs (1-run of 15 digits).",
  "Cause: a slow carry, flush ~2^(j/2), the shape of #28's F = 2^(1+D_F) <= 2 val <= N.",
  "The run keeps a value budget (v <= m - 5; m - v >= 158 at EAT1), so the #28 route fits."
 ],
 "evidence": [
  {
   "kind": "fact",
   "text": "H_3 (at most 3 digits right of the transient): 867 of 1,054,812 successors escape with k = 4 at iteration 1; k reaches 6 (H_3 seeds) and 8 (normal seeds); 0 halts.",
   "href": "scripts/flush/summary.json"
  },
  {
   "kind": "fact",
   "text": "Eat outputs LE (1 3 2)^(j+1) 5 2 1 |b1, j = 0..14: tau/L rises 1.2 -> 27.3; tau = 2^(j/2+5) - 3 exactly for LE 3 and even j; kmax about j/2.",
   "href": "scripts/flush/fe_ones14_g1.json"
  },
  {
   "kind": "fact",
   "text": "Blank run 3.2e5..1e10: v <= m - 5 at all 647,826 normal round starts; at all 245 EAT1s m - v >= 158, 1-run <= 8, tau/N <= 0.351.",
   "href": "scripts/flush/run_eat1_1e10.json"
  },
  {
   "kind": "link",
   "text": "#28's flush lemma (L1-L8, chain case open)",
   "href": "../1RB0RA_1LC0LD_1LE1LD_0LB0RE_1RF1LB_---0RA/notes.md"
  }
 ],
 "effort_if_yes": "after_28: nothing now, then one stage after #28 closes. value_route: one stage now, likely several, plus proof.md and a hand-written Coq closure proof.",
 "updated": "2026-10-10",
 "answer": {
  "option": "superseded",
  "note": "Superseded 2026-10-11: #7 is #30's table started in #30's state E; killed via a delta proof from kill #30 (check_kill PASS).",
  "date": "2026-10-11"
 }
}