Established in scope
Fixed quarter time splits the color/weak multiplet
In the question: Which partner actually belongs to the original seam?
Only the supplied affine dictionary. Backgrounds or time-dependent covariant symmetries have different premises; no general gauge-physics no-go.
Read the exact result, assumptions and evidence
Result
Mdelta=(-1/2,0,alpha/4,-1/2,0,(alpha-1)/4,-1/4,-1/4). The six (3,2) root energies are (0,1/2,1/2,1,1/2+alpha/4,1+alpha/4). K therefore does not commute with the fixed full SM action. The quarter phase is retained.
Required assumptions
- Original oriented exterior carrier
Given E=C5=E3⊕E2, a Hermitian metric, volume orientation, S± and Y=(-1/3)^3⊕(1/2)^2. Internal carrier labels are not physical vacua; geometric seam reflection is not identified with carrier conjugation.
- Stipulated E8 quarter-fold dictionary
The existing Weyl lift M, affine E8 module, Q'=2(H3+H6) and K_alpha=L0+delta_alpha.H0 with alpha=1/4,3/4 are held fixed for comparison. This representation is not derived from P1/P2; an unbroken SM time action is not assumed.
Original evidence
- PROOF.txt lines 65–114
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/seam-partner-original-action-20261015/PROOF.txt
ff7c8dff8939e8380509bff5a34145f935407344a07bda1d65b7b25489a2677c
finding:partner-fixed-quarter-time-splits-sm-multiplet