In a book called Advanced Data Analysis from an Elementary Point of View by Cosma Rohilla Shalizi, page 405, the first instance of "Markov process" is accompanied by a footnote which reads
After the Russian mathematician A. A. Markov, who introduced the theory of Markov processes in the course of a mathematical dispute with his arch-nemesis, to show that probability and statistics could apply to dependent events, and hence that Christianity was not necessarily true (I am not making this up: Basharin et al., 2004).
I found it curious, how could religion have anything to do with the fact that the law of large numbers can be extended to non iid variables (because that is what Nekrasov, Markov's "arch-nemesis", was wrong about, and that argument is at the origin of the chains. They are a counterexample of Nekrasov false claim that independence is necessary for a law of large numbers). But I did not find the answer is the references math/history paper by Basharin et al.
Why would the following be true:
[Law of large numbers holds $\implies$ independence] $\implies$ Christianity is true
And what do they mean by Christianity being true or not?