Abraham, Sand, Stars and Winning the Lottery

A few years ago, the media reported about Joan Ginther, the woman who has won the lottery jackpot four times. Yes, four times! She’s won all told, about 20 million dollars. The Harper’s story about her by Nathaniel Rich probed the probability of her luck and found that it was about one in 18 septillion. There are other reasons why she might be so “lucky” like her Ph.D. in statistics. But what caught my eye from Rich’s story was this line:

There are one septillion stars in the universe, and one septillion grains of sand on Earth.

If that doesn’t make a Bible scholars antennae go up, I don’t know what will! This should remind any Bible student of this line in Genesis:

I will indeed bless you, and I will multiply your descendants as the stars of heaven and as the sand which is on the seashore. (Gen 22:17 RSV)

God tells Abraham that he will have as many descendants as there are are stars and as there are grains of sand. What is so amazing about this is that upon scientific observation, those two totals are the same! There are roughly the same number of grains of sand on Earth as there are stars in the universe. Of course, there are many different estimates for these things. NPR even did a story on these questions. And then you start thinking, wow, we have a ways to go if Abraham is going to have a septillion descendants! If there have been, at highest estimates, 125 billion people ever, then we’re only 6.94 quadrillionths of the way there! (If I did my math right.) Whether you find interesting the number of Abraham’s descendants equaling the number of grains of sand or the number of grains equaling the number of stars, at least you can be happy knowing that the probability of winning the lottery four times divided by the number of Abraham’s promised descendants is 18.

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