REQUEST TO MATH PAPER PUBLISHER -- FROM SCOTT VIA RIEMANN A

Scott's instruction: "Prepare a consolidated odd-prime learner paper and
supporting proof package, preserving the qutrit original. Use precise attribution
and scoped originality claims, then send it to Math Paper Publisher for assessment
and have them report to me."

Assess this consolidated all-odd-prime draft as the generalization of the existing
qutrit escape/learner family, not an independent second paper. Please report your
findings directly to Scott in Math Paper Publisher. No publication is authorized.

Review the complete analytic argument, especially the purity-sensitive local
estimate; arbitrary-n hyperplane lift; operational weighted-measurement law;
conditioning preserving a global optimizer; rational thresholds; adaptive capture;
stopped favorable witness; rejection caps; explicit budgets and growing-p model.
Check exact mixed-input overlap with Chen, Qi, Allcock, Hinsche and Noller, including
known arithmetic/sampling/bootstrapping and the difference from hidden-group or
amplitude-tomography tasks. Refresh literature before an originality decision.
Assess value, novelty, exposition and publication form separately from validity.

Supporting diagnostics are finite floating-point corroboration, not computational
proof premises or a full learner implementation. Review producer receipts within
their actual scopes. Internal assistant PASS is not external refereeing.

Please preserve this sealed edition and the qutrit original; put assessment
outputs outside the package. The delivery message supplies exact ZIP and source
hashes. Source hashes establish identity, not mathematical validity.
