2141 — The Dashed-Edge Kummer Factor Cannot Supply the Normal-Wall Sign Twist
Scope correction from Entry 2143. The divisor/character distinction is valid, but it no longer closes all mixed comparison: the required mixed operation is already supplied by the source product of contact graphs, not by the dashed-edge Kummer factor.
Hard-to-vary claim
The only source-defined Kummer factor in the deletion adapter cannot provide the sign character required by Entry 2140.
Two different divisors
The dashed-edge adapter of Entry 2115 contains
Its connection residue is integral, and its divisor is . The contact logarithm and lower radical instead meet on
For the local loop used in Entries 2139--2140, is generic and fixed. Therefore its winding number is zero and
Even around , the integral exponent gives
not the required sign character.
Consequence
The source supplies two independently labelled structures:
and
Transporting the first to the second would conflate distinct base divisors. No source map, ramified pullback, or half-integral exponent doing so appears in the frozen adapter.
Hence
Classification
- dashed divisor: ;
- dashed monodromy along : trivial;
- required normal-wall character: ;
- source-derived twist: absent;
- new carrier datum: none.
Evidence
- Entries 2115, 2117, and 2139--2140;
research/benincasa/checkers/dashed_kummer_normal_character.rs;- allocator claim
seqclaim-9bda8a7bbcc6569a26fba9c8.
Next falsifier
Retire coefficient identification between the deletion contact and the lower radical. The next admissible cross-sector comparison must preserve both the base divisor and monodromy character, rather than matching support labels alone.