Dave:


        I have sent you separately, as an attachment, the chart I think that 
you are looking for.
        In the meantime, here is something from Reunion Magazine last year (I 
have received permission for sending this)


Howland Davis


    In the August/September/October issue of Reunions Magazine, page 14, a 
column by JackieUtley from Jackson TN, a contributor to the magazine, had this 
process:
                Talking about ‘second cousins’ and ‘onceremoved’ she
        said, *Butwhat exactly do they mean, and who exactly are
        they, and howthe heck do you figure it out?
                The best explanation I've seen involves adiagram of
        relationships.
             a.    Start with a common grandparent.
                1)The common grandparent = X
                2)    A grandchild = GC
                3)    A great grandchild = GGC
                4)    A great great grandchild = GGGC
                5)    A great great great grand-child=GGGGC
              b.    Now if we line these up:
                                      X
                          GC
                          GGC
                          GGGC
                          GGGGC
                  c.     How many "Gs" does a GC andanother GC have in
                         common? The answer is 1, so that they arefirst
                     cousins.
              d.       How many "Gs" does a GGGC andanother GGGC
                     havein common? The answer is 3, so that makes
                     them third cousins.
              e.      What about a GC and a GGC? They have one"G" in
                     common, which makes them first cousins.
                         But, just as in math where you crossout the common
                         numbers and still have a remainder, you mustcount
                         the extra "Gs." The number ofextra "Gs" indicates
                         how many times the cousins are removed.In this
                         case the remainder is one, so therelationship is first
                         cousin, once removed.
               f.      What about a GGGGC and a GGC? The number of
                     common "Gs" is two, so secondcousins.  The
                     remainder is two, so twice removed.
               g.    A GC and GGGGGGC? One common "G" sofirst
                     cousins, five remaining "Gs" sofive times removed.
        Fairly easy to figure out, right?














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