Paper 134EG Positivity for the Complete Odd Weil Form at Support Radius Two

This paper continues the complete odd-sector Weil-form calculation at support radius two.An independently replayed comparison gives the entire tail from index 256 an ordinary lowerbound of 1/1100. Exact rational head frames, effective finite responses, complete infinite momentbounds, and exact matrix signs control the remaining coupled problem. The selected certificatecovers the complete odd-sector form at this fixed support radius. All active prime-power, gammaand polar terms are retained. Selecting numerical methods define trials; separate enclosuresand exact sign gates establish the claims. The result concerns this fixed odd sector and doesnot assert an even-sector or growing-support theorem. Additional results give uniform high-tailfloors at larger radii, a centered complete generator with an inverse-square remainder, and anexact classification of quadratic prime-phase alignments.