TO MATH PAPER PUBLISHER - OWNER-AUTHORIZED ASSESSMENT REQUEST

Scott requests assessment of this random-subtree short paper and a direct report
to him in Math Paper Publisher. Treat this as a distinct paper from the quintic
theta and statistical self-transport packages. It is not an updated edition of
either existing publication.

Assess independently and adversarially:
1. Verify the exact theorem, normalization, singleton convention, all proof
   dependencies, strictness and endpoints. Reproduce computation if useful;
   remember that the analytic proof does not use finite checks as premises.
2. Seek a stronger existing result or earlier proof implying the finite 3/4
   inequality. Distinguish known counts, known asymptotics and methods from
   the candidate finite theorem. Avoid inferring novelty from no search match.
3. Independently attempt final-source clearance, checking the complete final
   journal statement rather than relabeling the author manuscript as published
   text. If inaccessible, preserve and prominently report the unresolved hold.
4. Assess focused short-note value, attribution, AI disclosure and appropriate
   preparation changes. Make a source-backed go/revise/stop recommendation.
5. Report findings, concrete objections, remaining obligations and recommended
   next steps directly to Scott. AI-assisted assessment is not human peer review;
   Scott intends to obtain human review separately.

Authorization is preparation, internal assessment and reporting only. Do not
publish, submit to a journal/arXiv, upload publicly, contact authors or other
people, spend money, or remove the source-verification hold without evidence.
Preserve the frozen package. Put review reports or proposed revisions in a
separate directory, identifying exact source hashes and any changed mathematics.
