Félicitations à vous qui avez trouvé, par hasard ou pas, cette énigme.
Il vous faut chercher chez Babel Borges, qui possède nombre de singes savants. Ce que vous cherchez est mur 3, étagère 1, volume 27, page 145 de l’hexagone nommé : 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
Bonne chance à vous !
Il vous faut chercher chez Babel Borges, qui possède nombre de singes savants. Ce que vous cherchez est mur 3, étagère 1, volume 27, page 145 de l’hexagone nommé : 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
Bonne chance à vous !