![](data:image/jpeg;base64,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)
A partir de l’analyse de la propagande négationniste, l’historienne Valérie Igounet présente la méthode de travail d’un historien :
“Le négationnisme mélange-t-il les faits et les opinions ?
Les négationnistes écartent plus les faits historiques qu’ils ne les mélangent, ils ont une méthode très ascientifique, très parcellaire. Nous historiens ou scientifiques, on amasse des documents et on les fait parler, tout simplement. Et ce qu’ils nous disent va nous amener à dresser une histoire. Il y a une production historiographique qui est aujourd’hui indiscutable, l’histoire du génocide juif est plus que fiable, scientifiquement prouvée. Eux affirment les Juifs n’ont jamais été exterminés, ils partent de ce postulat, sélectionnent quelques documents, quelques témoignages qui corroborent ce qu’ils veulent nous faire entendre et j’allais dire, presque, le tour est joué. Ils ont une idéologie derrière, ils veulent porter une propagande et là ils parviennent, avec le discours, à la structurer. “ Lire la suite...