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Exclude two P112 profiles by five-endpoint A4 shortening - #3211
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Mister-Meeseeks merged 1 commit intoOct 17, 2026
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Summary
Prove a characteristic-zero P112 shortening contract with five support-twenty endpoints and common small support at most 26. Its general contradiction is
102>100. Apply it to the actual historical TWOSIDE(6,3)profiles3,6^6,7^2and4,5,6^5,7^2.One isolated package,
research/p112-a4-shortening/, contains the proof, exact receipt, source pins, replay and controls. Commit66ce40a4bf1c82a0e8b6e94067dc0ab2fbb4c008; canonical-main baseline463113d675af7410ac91d53a4fed51ec6494eb9a, priority revision 6.Credit DreamingOfClouds/PR3154 at
708f0ad8928c383de8294aea3c126e9461d2066dfor TWOSIDE and its retained E8/P112 lineage, Nick Petalas/PR3164/3173 for geometry, PR3175 for the stabilizer-spectrum method, and PR3195/3197 for earlier deletion applications. PR3203/3205's six-endpoint results are distinct and credited. Development used substantial automated assistance in drafting and checks; no independent human review is claimed.Evidence
(6,3)filters. Their weight-certified original covers need four/eight paid cuts, outside the earlier two-cut rule; six-endpoint results do not directly certify the four-dimensional retained slice.After: the new A4 contract gives
106>100and114>100. Full C5 and kappa are not claimed.Merge Danger
Door: two-way. Blast radius: isolated.
Only a new opt-in package is added. The standard Weyl-chamber theorem and original decoder reduction remain dependencies. This is author-checked proof and finite evidence, not a complete decoder floor, physical supplier, multiplication theorem or new kappa. The support27 relaxation reaches equality and is not a counterexample. Selected results and frozen inputs are unchanged; hosted CI is separate from local validation.