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A Higgs-Yang Mills monopole scattering spherical symmetrically along lightcones is given. The left incoming anti-self-dual \alpha plane fields areholomorphic, but the right outgoing SD \beta plane fields are antiholomorphic,meanwhile the diffeomorphism symmetry is preserved with mutual inverse affinerapidity parameters \mu and \mu^{-1}. The Dirac wave function scattering inthis background also factorized respectively into the (anti)holomorphicamplitudes. The holomorphic anomaly is realized by the center term of a quasiHopf algebra corresponding to an integrable conform affine massive field. Wefind explicit Nahm transformation matrix(Fourier-Mukai transformation) betweenthe Higgs YM BPS (flat) bundles (D modules) and the affinized blow up ADHMNtwistors (perverse sheafs). Thus establish the algebra for the Hecke-'t Hooftoperators in the Hecke correspondence of the geometric Langlands Program.Comment: Identical to the version 2 and only the acknowledgement is replace

Affine A 3 (1) N = 2 Monopole as the D Module and Affine ADHMN Sheaf