close
    who sings the way you look the way you laugh the way you move when you walk by

    0  Views: 627 Answers: 1 Posted: 12 years ago

    1 Answer

    Brooks and Dunn>>https://www.youtube.com/watch?v=SpJdhC5E8Vg


    data:image/jpeg;base64,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


    Most their music is worth listening too. One of the best duets IMO.



    Top contributors in Country category

     
    Benthere
    Answers: 2 / Questions: 0
    Karma: 1170
     
    ROMOS
    Answers: 14 / Questions: 0
    Karma: 1035
     
    country bumpkin
    Answers: 8 / Questions: 0
    Karma: 945
     
    Tommyh
    Answers: 5 / Questions: 1
    Karma: 930
    > Top contributors chart

    Unanswered Questions

    plusgbwhats32
    Answers: 0 Views: 6 Rating: 0
    68 game bai
    Answers: 0 Views: 3 Rating: 0
    kmtalknet
    Answers: 0 Views: 7 Rating: 0
    Wedding Planners in Pune
    Answers: 0 Views: 5 Rating: 0
    wedding
    Answers: 0 Views: 6 Rating: 0
    68 game
    Answers: 0 Views: 7 Rating: 0
    > More questions...
    452327
    questions
    719725
    answers
    754292
    users