Do you know how many ancestors you have? Of course not. Let’s simplify the question: How many ancestors do you have in the past four hundred years? Many people do not know the answer to that question. Care to guess? (The answer is given below but please don’t peek just yet.)
The number of ancestors is simple to calculate as it is a simple mathematical progression: every person has two parents, four grandparents, eight great-grandparents, sixteen great-great-grandparents and so on. The number doubles with each generation. As you go back in years, the numbers soon become very large.
Family Forest, the producers of a CD-ROM lineage-linked database that digitally connects people with each other, can be considered experts in this topic. They have an excellent chart that illustrates the numbers quite well. Take a look at: http://www.familyforest.com/resources.html
Answer to the earlier question: If we assume that there is a new generation every twenty-five years, someone born 400 years before you would be 16 generations removed from you. According to the Family Forest chart, you would have 65,535 unique ancestors born in the previous 16 generations, assuming no overlap (that is, none of your ancestors were cousins to other ancestors).
However, all families can find a few cousins somewhere in the limbs of the family tree, resulting in the same ancestor(s) showing up in multiple places in the pedigree charts. Ask anyone who has done French-Canadian genealogy or has researched any families that lived for generations in one small village almost anyplace on earth.
If you go back to the time of Charlemagne, roughly 40 to 50 generations ago, you discover that you theoretically have more than one trillion ancestors! Of course, that’s far more than the total number of people who ever lived on the face of the earth. Obviously, you and everyone else have cousin marriages in your ancestry, resulting in ancestors showing up in multiple places in your family tree.
This article is from Eastman’s Online Genealogy Newsletter and is copyright 2002 by Richard W. Eastman. It is re-published here with the permission of the author.
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