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2548 bytes, as of the version from 2026-11-02 09:34 (current). Recorded here, not run.
# Verification of the T673 editorial repair
This repair made four Similar tables captions readable, moved the existence
result to Comments, and moved the six representation identities intact to
Formulas, retaining their anchor `comment-representations`, citation and link.
No stored value, argument, parameter order, completeness note, program or
existing generator attachment was changed.
The checks in `repair-checks.py` ran using SageMath 10.9. All 816 entries and
the ordered default enumeration agree with the unchanged generator. The six
identities also agree with the live Thompson character degrees and
Harvey–Rayhaun, Table 2:
https://arxiv.org/html/1504.08179v1
The existence statement was checked in Griffin–Mertens, Theorem 1.2:
https://arxiv.org/html/1607.03078v2
The program example gives the exact integer 26523498870. These repair checks
are not a new independent critique. No new value was computed for storage;
integer grades and conjugacy-class indices carry no numerical uncertainty.
To reproduce, download the existing `generate.py` and `eta-data.json` and
these repair attachments into one directory. Save the authenticated response
from `https://numberdb.org/api/table?id=T673` as `before.json` and the response
from `https://numberdb.org/api/table?id=Degrees_of_the_irreducible_characters_of_the_sporadic_simple_groups`
as `related-2.json`. Save `repair-standards.json` as `standards.json`. Then run
`sage -python repair-checks.py`. The script reads these files, sends no writes,
and prints a JSON report. Content hashes from a later API read may differ
from the historical hashes in `repair-checks.json`; the numerical checks
still compare the current stored values and degrees. The original input bytes
and output are retained in the run artifacts.
Instruction manifest:
`agents/runs/20261102T092822Z-repair-skills/manifest.json`
(SHA-256 `2ed18a5ba549629b2149341ece7834c3c10445d5345622bccc42c66178a837ba`).
Both archived local and live skill copies have SHA-256
`a2b28d9953264d7b0ca62663785c2952190c5be6d6d3597fd695d9a54d606278`.
The snapshot canonical file matches. Full evidence is in `repair-standards.json`.
A fresh independent critique is required: moving Definition, Comments and
Formulas changes the campaign selection fingerprint, even though the
mathematical definition and selected arguments are unchanged. The original
independent sidecar remains untouched. The controller must retain T673 and
obtain the fresh critique before offering it. This repair neither offers,
publishes nor reviews the draft.