This is the title to a chapter I'm writing for my next anthology to be called, "The Case Against Miracles." William Lane Craig asserts that the "seemingly commonsensical slogan" above, as popularized by Carl Sagan and "beloved in the free thought subculture", is "false". [Reasonable Faith: Christian Truth and Apologetics (p. 273)]. In online videos Craig says this slogan is "demonstrably false." When it comes to accepting a highly improbable event he argues we don't need "miraculous evidence" or "lots of evidence" or even "an enormous amount of evidence."
Craig offers an often repeated nauseating analogy based in winning the lottery. He says that by showing us the winning lottery ticket a friend can convince us she overcame the staggering odds by winning it. Hence, "the evidence for the winning pick is, indeed, extraordinary", says he, even though it's not a lot of evidence, or enormous amount of evidence or miraculous evidence. [Ibid.]
But wait just a minute! Craig's analogy is plainly false on three counts. Firstly, the odds that someone will eventually win a lottery over several drawings can be calculated, and eventually someone will win it. Given that so many people have won so many lotteries it's a somewhat ordinary claim about a somewhat ordinary experience requiring only somewhat ordinary evidence. How this is analogous to an extraordinary miraculous claim about an extraordinary miraculous experience requiring an extraordinary quality of evidence for it escapes me. Odds like winning the lottery are overcome every day. To see this just read David Hand's excellent book, The Improbability Principle, with a subtitle that says it all: "Why Coincidences, Miracles, and Rare Events Happen Every Day."
Craig offers an often repeated nauseating analogy based in winning the lottery. He says that by showing us the winning lottery ticket a friend can convince us she overcame the staggering odds by winning it. Hence, "the evidence for the winning pick is, indeed, extraordinary", says he, even though it's not a lot of evidence, or enormous amount of evidence or miraculous evidence. [Ibid.]
But wait just a minute! Craig's analogy is plainly false on three counts. Firstly, the odds that someone will eventually win a lottery over several drawings can be calculated, and eventually someone will win it. Given that so many people have won so many lotteries it's a somewhat ordinary claim about a somewhat ordinary experience requiring only somewhat ordinary evidence. How this is analogous to an extraordinary miraculous claim about an extraordinary miraculous experience requiring an extraordinary quality of evidence for it escapes me. Odds like winning the lottery are overcome every day. To see this just read David Hand's excellent book, The Improbability Principle, with a subtitle that says it all: "Why Coincidences, Miracles, and Rare Events Happen Every Day."