| One aim of genetic genealogy is to determine whether or not individuals
are genetically related within "genealogical time." Sometimes, people
will appear unrelated, until someone else genetically "bridges the gap"
between them. Family Tree DNA calls these individuals "in-betweeners,"
and they can be important in cases where a genetic match is otherwise "borderline"
or even unsuspected.
Below is a real example from a project at FamilyTreeDNA, a project which
I have found myself frequently in disagreement with when it comes to its
being "over-zealous" in connecting people on what I consider insufficient
evidence. In this case, my family is the one dubbed "Yellow," and
the project is alleging a connection between it and the "Orange" family,
with "Green" being the in-betweener that unites them. Unfortunately,
only Yellow has been tested to 37 markers because if all three were tested
to 37 markers, the issue of a relationship would doubtless disappear (as
the distance between them widens).
I show the three below in comparison to the top two Haplogroup R1b modal
haplotypes. This haplogroup is the most common one in western Europe,
with 70 to 80+% of males in the British Isles being R1b — and these are
Scots/English families. I point this out to emphasize that it is
their differences from the modal values that count. Being
modal here simply makes you related to tens of thousands of other R1b's.
Please also note the
FamilyTreeDNA Guidelines for matches at 25 markers, which indicate
that genetic distances (GD) of four or more are a non-match, unless there
is an "in-betweener" to bring them together. As you can see below,
each of the families has only a 20/25 or 21/25 match with either of the
other two and none is an in-betweener. In other words, the three
families are not related, not within "genealogical time."
Unfortunately, this project is asserting that they are related, supposedly
by reason of the fact that Green is an in-betweener, which simply isn't
the case. For someone to function as an in-betweener, they must be
close to both of the other two individuals, and Green is not close to either
one. So what would constitute an in-betweener for these groups?
(Please see the second table.) |