close
    How do I use MakeUp Pilot?

    0  Views: 259 Answers: 1 Posted: 10 years ago

    1 Answer

    http://www.colorpilot.com/makeup.html


    data:image/jpeg;base64,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



    Top contributors in Computer category

     
    country bumpkin
    Answers: 2841 / Questions: 0
    Karma: 131K
     
    terryfossil 1
    Answers: 3458 / Questions: 1
    Karma: 81960
     
    Benthere
    Answers: 44 / Questions: 0
    Karma: 22515
     
    ROMOS
    Answers: 117 / Questions: 0
    Karma: 5985
    > Top contributors chart

    Unanswered Questions

    b52clublashcampaignorg
    Answers: 0 Views: 8 Rating: 0
    nagad88live
    Answers: 0 Views: 7 Rating: 0
    nhacaiuytingodcom
    Answers: 0 Views: 8 Rating: 0
    789clubiipmus
    Answers: 0 Views: 12 Rating: 0
    8KBET
    Answers: 0 Views: 10 Rating: 0
    b52clubcompassionate
    Answers: 0 Views: 10 Rating: 0
    > More questions...
    475757
    questions
    723354
    answers
    801066
    users