Forum des particuliers sur le détecteur de métaux et la détection de loisir
Garrett13 a écrit :Je viens d'apprendre qu'il existerais des fausses romaines ( et apparemment j'en est une) est ce que cela est véridique des fausses romaines ???On commence par dire bonjour
Garrett13 a écrit :Philippius 26 : photo de romaines interdite .Bj
Tartuf64 : imitation d'époque car je les trouvé dans le même trou qu'une romaine authentique ( faustine)
Garrett13 a écrit :Bonjour je cherhce a savoir si c'est une vrai merci de vos réponses
Garrett13 a écrit :je n'arrive pas on fait comment svp
Garrett13 a écrit 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Garrett13 a écrit 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 préfère la première photo...