close
    Before I book I need to know rate for one room with sitting area for 2 adults with 2 dogs.

    0  Views: 252 Answers: 1 Posted: 13 years ago

    1 Answer

     


    data:image/jpeg;base64,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


     


     


     


     


    https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTSXwwJBcnKJuGPGfm_xLlla-3nWHsKmSF8JFyQYp1-u-SZwCfnfg


    data:image/jpeg;base64,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


    https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRtaYTe0Ba3HxZoWgn9_vjF4BUqhu7G6GdvSJIJ_-ArF6oru04R


    https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ9aG20KfahaTzne9ORLZvAUyGN7fT559scp4-37ciEdYNNd6IT9w



    Top contributors in Uncategorized category

     
    ROMOS
    Answers: 18061 / Questions: 154
    Karma: 1101K
     
    Colleen
    Answers: 47269 / Questions: 115
    Karma: 953K
     
    country bumpkin
    Answers: 11322 / Questions: 160
    Karma: 838K
     
    Benthere
    Answers: 2392 / Questions: 30
    Karma: 760K
    > Top contributors chart

    Unanswered Questions

    uk88qpon
    Answers: 0 Views: 4 Rating: 0
    rik88us
    Answers: 0 Views: 8 Rating: 0
    win55 energy
    Answers: 0 Views: 13 Rating: 0
    wang78win
    Answers: 0 Views: 12 Rating: 0
    vi8kbet
    Answers: 0 Views: 12 Rating: 0
    top88info
    Answers: 0 Views: 13 Rating: 0
    > More questions...
    464978
    questions
    722053
    answers
    782916
    users