Excluded in the stated class
Actual disjoint local Weyls acquire spurious commutator under bare code compression
finding:actual-disjoint-local-weyls-acquire-spurious-commutator-under-bare-native-compression
For every disjoint properintervalpair actual smooth profiles realize arbitrary prescribed mode1 displacements ae0,b(e0+e1) via positive invertible two-frequency momentGram. Full bounded Weyls A/B commute exactly. PAP=lambdaA M(a),PBP=lambdaB M(b),actualstrictlypositivewhole-modefactors. Whole statedreal two-strength class has only rawcommutatorentries01=c,10=−12c with c=a⁴b⁴(a²−4)(a²−12)(b²−2)(b²−6)/4608. At a=b1,c55/1536,rank2,orthonormal01=55sqrt3/768,HSsquared3025/98304 before strictlypositivewholeprofilefactor. Firstjointorder8. Whole source retainsPABP=PBAP;exact[PAP,PBP]=PBQAP−PAQBP. Existing losslesswordreader retains these intermediatecontributions.
Scope: Exact original-source counterexample to naive localgraphreadout from ordinary5codecommutators. Only statedtwo-strengthclass/givenP,no generalno-go for finiteeffectivedescriptions orTFPT. No physicalsignal/measurementlaw/3+1D proof. NoGibbs/vacuumstate replacement:Bargmannfactor is matrixelementidentity,notZ0/newmeasure.68 onlyL/Jalphabet,not claimed sufficientforWeyls. Preserve existingconstructive neutralMoebiusstandardpair,no reopened infiniteexistencegap;P1state/time/reflection/chargedwordmap remain.60exactcontrols,actualsupport/allmodeproofs analytic. NoLean/paper/ledgerpromotion.
Required premises and original source excerpts
- Actual proper-local current Weyls and bare native-code compression
Given full E8_1 Cartan source with actual J-positive neutral Fock embedding and unchanged five homogeneous grade4 codepolynomials,Gram96/8/8/8/1. P is observedcode only,not originalPadm. Bounded Weyls from smooth real8vectorprofiles on any disjoint nonempty propercircleintervals,no Fouriertruncation. Mode1 displacements ae0 andb(e0+e1),real a/b,orthogonal mode1 components0,all higher modes retained. Analytic compact-moment construction provides actual profiles. Test only ordinary product/commutator ofPAP/PBP against whole local word readout. No physicaloperation,newcoupling,4D identification orstate choice assumed.
premise:actual-proper-local-current-weyls-and-bare-native-code-compression - Do not identify source types
Observable algebra, OS reflection, state, collar operator, time evolution, carrier connection, family holonomy, and readout are distinct data until an original map relates them.
premise:typed-source-structures
- experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/LOCAL-WEYL-COMPRESSION-PROOF.txt, lines 1–155
Source SHA256: 0701b5bdb68a18985a2645d99b7145a9d3e37998284df1cbc69cc07384a9fa7a
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- experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/check_local_weyl_compression.py, lines 1–85
Source SHA256: e9c887ced2f3327c5403fef788dbeebf016214767df4e1898aa3f7bc280678ab
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- experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/LOCAL-WEYL-COMPRESSION.json, lines 1–173
Source SHA256: 6a1d56766c8bab7fe5b05ca0442c9fb930e2081bc671317a71d83527bb944170
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- experiments/theory-contracts/joint-native-algebra-selection-20261016/check_mixed_return.py, lines 50–63
Source SHA256: 68e2c1a688bff43c193fd812bb585993a189b02072eca509ee726dc112f1ddb1
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- experiments/theory-contracts/joint-native-algebra-selection-20261016/LOCAL-CURRENT-ERASURE-AND-ORDERING.txt, lines 36–95
Source SHA256: 4c3397bb7c0bc75c790b0cca29f5a38abfdff9a564ca5179203ef5a801c554de
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- experiments/theory-contracts/joint-native-algebra-selection-20261016/LOCAL-CURRENT-ERASURE-AND-ORDERING.txt, lines 159–188
Source SHA256: 4c3397bb7c0bc75c790b0cca29f5a38abfdff9a564ca5179203ef5a801c554de
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- documents/archive--tfpt-45--source_extracts--01_boundary_kernel_source/sections/001-section-primitive-core-and-carrier-interface-handoff.tex, lines 314–343
Source SHA256: 7d6e673d99c29d950dc601283cd51c1cc0b113567eeb79c8396fec9c82a02c79
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- experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/RECURSIVE-WORD-SOURCE-PROOF.txt, lines 1–110
Source SHA256: 06d651e747e392a5a9c021c071fea3865687203aa58d75cee26fceb7035f5af5
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- experiments/theory-contracts/joint-native-algebra-selection-20261016/FULL-SOURCE-HULL-AND-QUARTIC-OPE.txt, lines 33–100
Source SHA256: 1d949c2a77e996e63446255d13f41856a00cde4b4d57c78b4b7766204870b2a0
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/neutral_moebius_source_20261029/PROOF.txt, lines 1–193
Source SHA256: d738013d8775f9769747a5cd97f60cfc6b2ff0d2122c4fbfd20b2d65ebe9f4e0
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