`data/seam-wave-roots.txt`

135 lines
# seam-wave-roots.txt — the remaining ANIMAL-FORWARD FAIL roots to seam-fix.
# Consumed by scripts/seam-wave.sh in waves of WAVE_SIZE (default 20).
# Lines starting with '#' and blank lines are ignored.
#
# BUILT 2026-06-11 by scripts/seam-fail-scan.py + the local-llava animal-dominance
# pre-filter (scripts/vision-contains-local.py). Method:
#   1. Scanned the 2448 eligible published drunk-animals roots that are NOT already
#      in the seam-fix curator (85 queue roots) and NOT retired (54076/54266) with
#      the canonical both-axes gate scripts/verify-edge-seamless.py.
#      → 848 PASS · 1586 WARN · 14 FAIL rows = 7 DISTINCT FAIL roots.
#   2. Animal-forward pre-filter (free local llava): "is a single animal the largest,
#      most dominant element?" — drops glassware-dominant / animal-minority roots
#      the ControlNet pipeline can't rescue.
#      KEEP (animal-forward): 43199 macaw · 54385 peacock · 55272 elephant
#      DROP: 43197 / 50565 pastoral toile (no dominant animal); 50566 busy pastoral
#            (animal-minority); 54686 glassware-dominant (mai-tai/hurricane glass).
#
# Result: 3 roots = 1 wave (WAVE_SIZE=20). Most of the original FAIL universe was
# already swept into the curator's 85; the strict both-axes gate rates the rest WARN.
43199
54385
55272

# ──────────────────────────────────────────────────────────────────
# DTD-C bounded WARN slice — appended 2026-06-11
# 100 animal-forward WARN roots (single animal = dominant element),
# recovered via scripts/seam-warn-list.py (793 distinct WARN roots) +
# filtered by the FREE local-llava dominance gate
# (scripts/seam-warn-animal-filter.py, CAP=100; 510 roots classified).
# Same near-miss class as the 3 FAIL roots above: tiles that almost
# seamlessly repeat but have thin line-art crossing the tile boundary.
# APPEND-ONLY — does not reorder/touch the 3 FAIL roots; the live loop
# (PID 48863) reads its index into this manifest and flows in here next.
# ──────────────────────────────────────────────────────────────────
2656
2766
3391
53927
53999
54002
54018
54092
54110
54112
54193
54207
54209
54214
54241
54249
54270
54273
54290
54303
54314
54328
54339
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54493
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54514
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54555
54586
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54614
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54827
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55207
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55273
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