Kreeft explains as follows:
Suppose you, the reader, still feel that all of these arguments are inconclusive. There is another, different kind of argument left. It has come to be known as Pascal's Wager. We mention it here and adapt it for our purposes, not because it is a proof for the existence of God, but because it can help us in our search for God in the absence of such proof.
As originally proposed by Pascal, the Wager assumes that logical reasoning by itself cannot decide for or against the existence of God; there seem to be good reasons on both sides. Now since reason cannot decide for sure, and since the question is of such importance that we must decide somehow, then we must "wager" if we cannot prove. And so we are asked: Where are you going to place your bet?
If you place it with God, you lose nothing, even if it turns out that God does not exist. But if you place it against God, and you are wrong and God does exist, you lose everything: God, eternity, heaven, infinite gain. "Let us assess the two cases: if you win, you win everything, if you lose, you lose nothing."1
He then asks us to consider the following diagram:
Dr. Kreeft concludes:
The Wager can seem offensively venal and purely selfish. But it can be reformulated to appeal to a higher moral motive: If there is a God of infinite goodness, and he justly deserves my allegiance and faith, I risk doing the greatest injustice by not acknowledging him.
The Wager cannot—or should not—coerce belief. But it can be an incentive for us to search for God, to study and restudy the arguments that seek to show that there is Something—or Someone—who is the ultimate explanation of the universe and of my life. It could at lease motivate "The Prayer of the Skeptic": "God, I don't know whether you exist or not, but if you do, please show me who you are."
Pascal says that there are three kinds of people: those who have sought God and found him, those who are seeking and have not yet found, and those who neither seek nor find. The first are reasonable and happy, the second are reasonable and unhappy, the third are both unreasonable and unhappy. If the Wager stimulates us at least to seek, then it will at least stimulate us to be reasonable. And if the promise Jesus makes is true, all who seek will find (Mt 7:7-8), and thus will be happy.3
The Wager cannot—or should not—coerce belief. But it can be an incentive for us to search for God, to study and restudy the arguments that seek to show that there is Something—or Someone—who is the ultimate explanation of the universe and of my life. It could at lease motivate "The Prayer of the Skeptic": "God, I don't know whether you exist or not, but if you do, please show me who you are."
Pascal says that there are three kinds of people: those who have sought God and found him, those who are seeking and have not yet found, and those who neither seek nor find. The first are reasonable and happy, the second are reasonable and unhappy, the third are both unreasonable and unhappy. If the Wager stimulates us at least to seek, then it will at least stimulate us to be reasonable. And if the promise Jesus makes is true, all who seek will find (Mt 7:7-8), and thus will be happy.3
One way to summarize the Wager is as follows:
Premise 1: Either God exists or He does not exist.
Premise 2: If God exists and you believe in Him, you gain infinite reward (eternal life).
Premise 3: If God exists and you do not believe, you risk infinite loss (eternal separation).
Premise 4: If God does not exist, whether you believe or not, the loss or gain is finite or negligible.
Conclusion: Therefore, the rational choice is to believe in God, because the potential infinite gain outweighs any finite loss.
Premise 2: If God exists and you believe in Him, you gain infinite reward (eternal life).
Premise 3: If God exists and you do not believe, you risk infinite loss (eternal separation).
Premise 4: If God does not exist, whether you believe or not, the loss or gain is finite or negligible.
Conclusion: Therefore, the rational choice is to believe in God, because the potential infinite gain outweighs any finite loss.
So, what do you think of this argument? Please share in the comments below!
Courage and Godspeed,
Courage and Godspeed,
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