Exact mathematical release

analytic problem. A finite-part theorem must calculate every surviving lower singular coefficient and then prove a convergent remainder or an integrable logarithmic-scale derivative. The present leading-order bound does neither. Possible inverse-square, inverse-scale, or logarithmic terms are not determined here.

and verification boundary. The source is standalone and intended for pdfLaTeX. No successful compilation, numerical execution, machine proof, referee approval, or verification of external manuscript claims is asserted.