Established in scope
Hard holonomy needs typed self-duality leg and separate complex phase readout
In the question: Automated construction of operator maps and sources
Exacttype/charactertest,notphysicalCPderivationorTFPTrefutation. Asymptoticissketchcontract,notactualboundednumericalprediction. Norepeatedmoduli/GAclassscan. ExistingSeedstate/timepreserved. FrozenPhi negativesdo notexcludegeometricallytransportedsource;physicalconnectionidentitynotassumed.
Read the exact result, assumptions and evidence
Result
All-pathv117E0covarianceholds. OriginalHomYruleandchiralbilinearruleneedtypedselfdualityleg;actualA4hasB=cIwithcω=barc,makingHB^-1transformbilinearly. Existenceisnotoriginalselection. Pureclosedtriangletraceofbarev117hasrealS4/A4charactersandonly0/piargument;directv117identity,purePiandnonrealCKMphasecannotallhold. ActiveRedteamplacesleadingpi/3inZ6phasefiber,selectednotderived. Broaderphysicalconnectionorexplicitadditionalobservablefactorallowed;oldratios/absoluteanchorretained.
Required assumptions
- Original hard-holonomy contract with pure closed-triangle trace
Read original45 flavor sources defineY from canonical minimal paths of a Hermitian family connection andPi_triangle=Hol12Hol23Hol31 as ordered closed holonomy,delta=argtrace. DisplayedPi includes neitherKstr nor extraZ6operator. Nonreal asymptotic is a readout contract to test,not completed physical derivation. Active source retains absolute wall selector;no automatic physicalconnection=v117.
- Unchanged A0* Fuchsian equation and actual C4 clock
Fix exactly v115 A0*, U=diag(1,i,-i), residues U^k A0* U^-k at i^k and regular base point z=0. Retain base rotation, positive meridian on t=z⁴ and simultaneous fiber basis change. No new Riemann Hilbert solution or D4 reflection lift is assumed.
- Recovered genus2 cover with retained coefficients
Retain exactly the older three-sheet cover C:w³=(z²-1)/(z²+1), eta=z(1-w³), eta²=1-w⁶, six Weierstrass points p_a=omega^a,q_a=-omega^a, given z base and clock markings. Seek actual flat coefficient lines for existing v117 monodromy, not mere permutation equivalence or an assumed field intertwiner.
- 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.
Original evidence
- ORIGINAL-HOLONOMY-E0-SOURCE-REVIEW.txt lines 1–200
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ORIGINAL-HOLONOMY-E0-SOURCE-REVIEW.txt
58933c7051e1b008adecf553a607a93be768e0bbcfec17c6a50428a190f0982b
- ORIGINAL-HOLONOMY-E0-SOURCE-REVIEW.txt lines 201–400
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ORIGINAL-HOLONOMY-E0-SOURCE-REVIEW.txt
58933c7051e1b008adecf553a607a93be768e0bbcfec17c6a50428a190f0982b
- ORIGINAL-HOLONOMY-E0-SOURCE-REVIEW.txt lines 401–497
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ORIGINAL-HOLONOMY-E0-SOURCE-REVIEW.txt
58933c7051e1b008adecf553a607a93be768e0bbcfec17c6a50428a190f0982b
- ROOT-HOLONOMY-AND-GRAPH-CHECK.json lines 1–33
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ROOT-HOLONOMY-AND-GRAPH-CHECK.json
2baa2c4603ec6643a8d19743f592700a5ef98507224ec6965fdcdf0d27cbc39f
finding:hard-holonomy-selfduality-leg-and-finite-character-phase-separation