2012: une alliance à l'extrême droite

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2012: une alliance à l'extrême droite

Message  tom le Lun 5 Sep - 18:40

Article du Figaro du 05 /09/11

Trois partis d'extrême droite lanceront le 13 septembre à Paris une candidature à la présidentielle de 2012 avec l'intention avouée de gêner Marine Le Pen, a annoncé aujourd'hui Carl Lang, ex-FN et président de l'un de ces mouvements, le Parti de la France (PDF). Cette alliance réunit le PDF, le Mouvement national républicain (MNR), dirigé par Bruno Mégret avant qu'il ne quitte la vie politique, et la Nouvelle droite populaire (NDP) de Robert Spieler, lui aussi passé par le FN.

"Nous ferons une campagne de droite nationale, pas une campagne sur la démagogie étatiste ou laïciste de Marine Le Pen", a indiqué Carl Lang. Carl Lang, qui fut secrétaire général du FN, a quitté le parti en 2009 après avoir contesté l'investiture de Marine Le Pen pour les élections européennes dans le Nord-Ouest, dont il était député européen sortant. "Nous voulons occuper l'espace électoral du Front national 'canal historique', qui était incarné par Jean-Marie Le Pen et qui n'est plus occupé par sa fille", a-t-il ajouté, en indiquant que les législatives étaient aussi concernées par l'alliance avec le MNR et la NDP.

Pressenti pour être le candidat des trois mouvements, Carl Lang, âgé de 53 ans, n'a pas souhaité confirmer. Interrogé sur ses chances d'obtenir les 500 parrainages d'élus nécessaires, il a répondu qu'"il y a déjà eu des élections présidentielles où trois trotskistes étaient présents".

Le PDF, le MNR et la NDP s'étaient déjà alliés lors des européennes de 2009. Ils étaient aussi présents dans six régions lors des élections régionales de 2010, recueillant entre 2 et 3%, et ont soutenu la Ligue du Sud de Jacques Bompard (ex-FN), dans la région Paca 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]data:image/jpg;base64,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[/url]
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tom

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Re: 2012: une alliance à l'extrême droite

Message  manu le Lun 5 Sep - 23:32

en avant !!
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manu

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