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We prove the fundamental lemma for twisted endoscopy, for the unit elementsof the spherical Hecke algebras, in the case of a non ramified elliptic endo-scopic datum whose underlying group is a torus. This implies that thefundamental lemma for twisted endoscopy is now proved, for all elements in thespherical Hecke algebras, in characteristic zero and any residuecharacteristic.

Le lemme fondamental pour l'endoscopie tordue: le cas o{\`u} le groupe endoscopique non ramifi{\'e} est un tore