Titre : | La lionne blanche : roman | Type de document : | texte imprimé | Auteurs : | Henning Mankell, Auteur ; Anna Gibson (1963-....), Traducteur | Editeur : | Seuil | Année de publication : | 2004 | Importance : | 429 p. | Présentation : | couv. ill. | Format : | 23 cm | ISBN/ISSN/EAN : | 2-02-059193-6 | Prix : | 20 EUR | Langues : | Français (fre) Langues originales : Suédois (swe) | Index. décimale : | RP CAM | Résumé : | Scanie, avril 1992. Louise Akerblom, agente immobilière et jeune mère de famille, disparaît dans des conditions mystérieuses. Pendant ce temps, en Afrique du Sud, un groupe d'Afrikaners fanatiques prépare avec soin un attentat contre une importante figure politique. Quelques jours plus tard, le corps de Louise, le front troué d'une balle, est repêché dans un puits. L'inspecteur Wallander et son équipe enquêtent. Mais le passé de la victime est limpide et les recherches piétinent. C'est alors que les policiers découvrent près des lieux du crime le doigt tranché d'un homme noir. Y aurait-il un lien entre la réalité quotidienne de la province suédoise et la lutte politique sanglante qui se déchaîne à un autre bout du monde ? Wallander en sait peu sur l'apartheid ou sur la situation internationale. Et il ignore la relation qui peut exister entre l'ex-KGB et les nationalistes blancs d'Afrique du Sud. Cette fois, ce n'est plus le sort de quelques individus qu'il a entre ses mains, c'est le destin d'une nation. | Permalink : | ./index.php?lvl=notice_display&id=1231 |
| ![](data:image/jpeg;base64,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) |