Excluded in the stated class
Actual A0* connection has no rational base-inversion lift
finding:actual-a0star-connection-does-not-have-rational-base-inversion-lift
For A0* local exponent analysis forces every rational z->1/z lift into finite polynomial ansatz. Transformation equation G prime=A(z)G+z^-2G A(1/z) has only zero solution. Actual C4 quotient connection has isotropy orders4 and2 at0 and infinity, exchanged by base inversion. It is not marked D4 pullback with orders4 at both, despite abstract S4 generator pairs occurring.
Scope: Only literal base inversion of unchanged A0* connection. Actual finite C4 monodromy is positively closed by old triangle proof. No exclusion of other base maps or other parabolic D4 objects. Same number or abstract group does not replace common clock marking.
Required premises and original source excerpts
- 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.
premise:actual-original-a0star-fuchsian-connection-and-c4-clock - 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/elliptic-moebius-source-bridge-20261026/D4-CONNECTION-LIFT.txt, lines 1–180
Source SHA256: d3647a78636a3d9d465c52ff17ed578b4961a097a7256a04638c6e4b2c2ba6a4
bounded-excerpt · current-at-snapshot
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/D4-CONNECTION-LIFT.txt, lines 181–259
Source SHA256: d3647a78636a3d9d465c52ff17ed578b4961a097a7256a04638c6e4b2c2ba6a4
bounded-excerpt · current-at-snapshot
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/C4-TRIANGLE-INDEPENDENT-REVIEW.txt, lines 1–180
Source SHA256: b589f7d063cc2e7a48549bd5c4d4895f99ab4a103449eae29b28b3dae2fe323f
bounded-sanitized-excerpt · current-at-snapshot · 5 administrative lines explicitly omitted
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/C4-TRIANGLE-INDEPENDENT-REVIEW.txt, lines 181–360
Source SHA256: b589f7d063cc2e7a48549bd5c4d4895f99ab4a103449eae29b28b3dae2fe323f
bounded-excerpt · current-at-snapshot
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/C4-TRIANGLE-INDEPENDENT-REVIEW.txt, lines 361–411
Source SHA256: b589f7d063cc2e7a48549bd5c4d4895f99ab4a103449eae29b28b3dae2fe323f
bounded-excerpt · current-at-snapshot
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/C4-DESCENT-FINITE-MONODROMY.txt, lines 1–180
Source SHA256: b707e2d720a6dad3a74115b62f16d76077dfda3fe0d3eb8f0f8f76edaf5d7bd5
bounded-sanitized-excerpt · current-at-snapshot · 6 administrative lines explicitly omitted
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/C4-DESCENT-FINITE-MONODROMY.txt, lines 181–276
Source SHA256: b707e2d720a6dad3a74115b62f16d76077dfda3fe0d3eb8f0f8f76edaf5d7bd5
bounded-excerpt · current-at-snapshot