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    what color will the buggie babies be

    i have a light blue female with a white face & a dark eyed clear(pure yellow) male what do you think the babies will turn out to look like?

    0  Views: 1040 Answers: 2 Posted: 7 years ago
    Tags: colors budgie
    sunshineskyy

    sorry forgot to mention they are fancy parakeets.the blue female has black/grey line patterns

    2 Answers

    Maybe the budgie will look like this:


    https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTP8TRUtgCc5GRJ3H5QWKSo_hFP5B-lkTKkJsQMEwxLozhUgSoR


     


                 This budgie is  unique


    data:image/jpeg;base64,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

    Perhaps like this?


    ""



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