Sortie n° 765391, créée le 13 07 2024
Date de la sortie
Heure de début
18:45
Descriptif de la sortie
![](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTDhWHj1XQOUJWZ3N1PgQvibAld9A1sMnpPot-Bw0UVaPOZOWevPw7Up7BQFEFJuiyYhHL04z4&usqp=CAc)
si vous etes libres je vous attend pour faire
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)
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Rigoles ...
![](data:image/jpeg;base64,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)
![](https://www.google.com/search?q=smiley+lol&rlz=1C1CHBD_frFR920FR920&tbm=isch&source=iu&ictx=1&fir=f0siwekakt0nTM%252Ch5ePFib58eLemM%252C_&vet=1&usg=AI4_-kTdnDIggLWO6n6s-t4oqnoDMXIWgQ&sa=X&ved=2ahUKEwjC08jY6PnwAhXfCGMBHVwyCfAQ9QF6BAgMEAE#imgrc=f0siwekakt0nTM)
on paye quand on prend les souliers et on commence a 19 h precise
Tant pis pour les retardataires
![](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQZKPqM9H1NUDgJE8RBOoXAeK8KJmO2HTdfcA&usqp=CAU)
pour faire 2 parties
![](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTVoPdxJWx5Sxq8C1ljdC3NO4dEgCl1xwHcMKGbRJWYOfRH7tEI)
aprés si vous desirez faire un petit resto
ce soir
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![](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS8xH_jNtSNoxwGYhCBvZvXrDqU0hPzOZC-Yj1PAAulHPg6C8zk2A)
pour passer une
![](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSHzYdzE0vzxy3nK5n_xdQA4WpwHxC2rQHhuKMDgY-AlpD5fcQ4)
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)
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