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histoire sans paroles, le thread muet

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Sujet de la discussion histoire sans paroles, le thread muet


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« Ce n'est pas sur une montagne qu'on trébuche, mais sur une pierre. » - Proverbe indien

Mes photos ici

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« Ce n'est pas sur une montagne qu'on trébuche, mais sur une pierre. » - Proverbe indien

Mes photos ici

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