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Pascal's wager

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Pascal's wager

Practical argument for belief in God formulated by Blaise Pascal. In his Pensées (1657–58), Pascal posed the following argument to show that belief in the Christian religion is rational: If the Christian God does not exist, the agnostic loses little by believing in him and gains correspondingly little by not believing. If the Christian God does exist, the agnostic gains eternal life by believing in him and loses an infinite good by not believing. William James objected to the argument that it supported belief in any religion that promised an eternal afterlife. Others have objected that though the argument does give one a reason for believing in the Christian God, it does not make that belief “rational” in the proper sense.



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A few decades later, Blaise Pascal - now more famous for Pascal's wager, which advises you to place your bets on God's existence and live accordingly - devised a table of probabilities now known as Pascal's triangle, which allows gamblers to calculate the probability that a certain sequence of numbers will occur (for the record, there are 7,059,052 ways of choosing six numbers out of a sequence of 44).
[ILLUSTRATION OMITTED] Evidence notwithstanding, one might consider a version of Pascal's wager when it comes to the issue of global warming: Blaise Pascal had posited that it is better to believe in God than not because if God exists, you're in good shape for believing, and if you don't .
Pascal's Wager Pascal suggested that under conditions of existential uncertainty, the most effective heuristical device for deciding whether or not to live a godly and righteous life is to consider the practice of wagering.
 
 
 
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