Russell's Teapot and The Flying Spaghetti Monster | Two Failed Arguments Against God's Existence - YouTube

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Look, it might very well be that belief in god is  ridiculous. But I don't think that can be shown  
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with silly examples like Russell's teapot...or  this guy right here. Stick around and I'll make my  
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case. Then let me know in the comments whether you  agree. Imagine a teapot floating through space;  
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a teapot so small it can't be detected by our most  powerful telescopes. It's a famous example from  
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philosopher Bertrand Russell, and if you're  familiar with the Flying Spaghetti Monster,  
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it's roughly a popular internet version of the  same idea. And what exactly is the idea? Well,  
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we can't prove there's no teapot out there—outer  space is too big and the teapot too small.  
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But that doesn't mean there *is* a teapot out  there. That's a confusion about how evidence  
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works. And if you are asking me to believe  there's a Flying Spaghetti Monster, well,  
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it's up to you to give persuasive  reasons, not my job to prove you wrong...  
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that's just how argumentation works. Now all this  is good stuff, the sort of thing you might learn  
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in a basic critical thinking course. But these  elementary points about evidence and argument  
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are not what make Russell's teapot famous or made  the Flying Spaghetti Monster ubiquitous online.  
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The reason they're popular is because they've  been used as arguments against belief in God.  
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The idea seems to be that belief in god  is like believing in Russell's teapot...in  
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other words, kind of ridiculous. The argument  often seems to go something like this:  
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there is no evidence god exists, so you should  think the probability of god is laughably low.  
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Now I don't want to challenge this premise. It  could be challenged but that would take us in a  
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whole different direction. My question is this:  Even if it's true there's no evidence for God,  
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how exactly would that show that God's probability  is laughably low? This is where the analogies  
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usually come into play. For example, there is  no reason to think Russell's teapot exists,  
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so you should think the probability of Russell's  Teapot is laughably low. Now you *should* think  
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the probability of Russell's Teapot is laughably  low, but here's the crucial mistake: it's not  
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exactly the lack of evidence that should make you  think the teapot is unlikely. That's a confusion  
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about how probability works. For example, let's  say a minute ago I spun a coin on a table.  
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Question: what do you think the odds are that  it came up heads? Now there's a lot of evidence  
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that could help you with this; for instance, if  I *told* you it came up heads, or if you *saw* it  
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land heads with your own eyes. In that case, you  should think the probability is very high indeed.  
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But what if you had no evidence—zero  reason to think the coin landed heads?  
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Would you think: There is no reason to think  the coin came up heads, so I should think  
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the probability of heads is laughably low. Of  course not. You should think the odds are 50 50.  
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Okay, now change the example. Let's say you're  dealt a single card from a full standard deck.  
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You have not looked at your card yet, so  you have zero evidence that it's a red king.  
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Think about it: would you say the odds of having  a red king are about as low as a teapot floating  
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through space? Or would you say the odds are  closer to that of a coin coming up heads?  
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Well, in fact, the probability of a red  king is 3.8 percent. But even if you're  
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terrible at math and you weren't able to pin down  anything close to the exact odds, I bet it was  
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still obvious to you that a red king is a *lot*  more probable than a teapot floating in space,  
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and a *lot* more probable than the existence of a  Flying Spaghetti Monster. Here's something else I  
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bet was obvious to you: getting a red king is a  lot *less* probable than a coin coming up heads.  
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Do you see the point? When you have zero evidence  for something, you shouldn't just conclude that  
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the probability is very low. That's a mistake.  Nor should you conclude that the odds are 50/50.  
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That's a mistake, too. When there's no evidence in  play, the probability you should assign something  
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just depends on what it is. This is called "prior  probability". In other words, the probability you  
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give something prior to considering the evidence.  The prior probability you assign something  
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just depends on that thing. If you have no  reason to believe the coin landed heads,  
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then you should assign it 50/50 odds because  you have no evidence to go on except what you  
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know about coins. But in the case of drawing a red  king, you should think there's a 3.8 chance. Not  
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because you have any evidence about what you've  been dealt—you haven't looked yet!— but just  
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because of what you know about decks of cards.  So back to Russell's Teapot. You should think  
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the probability of a teapot floating in space  is laughably low, but now you can see it's not  
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the lack of evidence that should make you think  that. Rather, it's the low prior probability.  
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Our background knowledge contains all kinds of  facts about teapots; for instance, that they  
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are typically made by humans and that humans are  not in the habit of shooting teapots into space.  
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So, yeah, we should assign Russell's  Teapot a laughably low probability,  
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but that's because of what we already  know about teapots and outer space.  
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It's not the lack of evidence. Same goes for the  Flying Spaghetti Monster. You should think the  
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probability of this Noodly Being is laughably low.  But it has nothing to do with lack of evidence.  
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It's because of the low prior probability. When we  just think about what a Flying Spaghetti Monster  
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is—in all its parmesan crusted glory—our  background knowledge tells us that such a Pasta  
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Being would not have the aerodynamic properties  required for flight, or the chemical properties  
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required for organic life. In other words, we  already know, even before considering the evidence  
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for or against this Saucy Being, that we should  assign its existence a laughably low probability.  
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So we've arrived at the crucial question: is  Russell's Teapot and God a good analogy? Or put  
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it this way: Should we assign God's existence  a laughably low probability, in the absence of  
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evidence, just like we do the Flying Spaghetti  Monster? I say no. And here's why. Just like in  
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the case of the red king or the spinning coin, the  prior probability of God is a matter of thinking  
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about the thing itself in the context of our  background knowledge. So let's think about God.  
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God is said to be a non-physical personal being of  great power and goodness. Is there anything in our  
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background knowledge to make us think the chances  of such a being would be laughably low? Well, no  
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not in any obvious, straightforward way, at least.  Notice the difference: when it comes to Russell's  
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Teapot and the Flying Spaghetti Monster it's  easy to see why we should start with a laughably  
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low probability. But it's not easy to see why  we should do the same with God. At least, the  
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people who put forward this kind of argument never  make clear why we should assign God a laughably  
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low probability. It always just kind of seems  to be assumed, based on the lack of evidence.  
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You might be thinking, "Oh come on now! Science  has given us all kinds of background knowledge  
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that implies a laughably low probability for God.  But science is the study of physical reality and  
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believers in God never said God is a physical  thing in space and time. On the contrary, the  
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claim has always been that God is uniquely unique,  a non-physical thing, or maybe not a thing at all,  
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and not bound by space and time. So it's hard  to see how our scientific background knowledge,  
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on its own, should make us assign a laughably  low probability to God even before weighing up  
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the evidence for and against. Or maybe you're  thinking, "Whoa, whoa, whoa! If there's one  
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thing about my background knowledge I'm sure of,  it's that pain exists. Suffering exists. And that  
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makes the existence of God highly unlikely. Look,  you'll get no complaint from me here. The argument  
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from evil is a powerful argument. But notice it's  an argument. In other words, pointless evil seems  
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to be evidence against God. If we're going  to explore the evidence for and against God,  
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then let's go! I'm all in favor of people  entering into thoughtful, rational discussion,  
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offering reasons for what they believe. That's  philosophy. And I never said the argument from  
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evil is a lousy argument. I'm saying Russell's  Teapot is a lousy argument. And so is the Flying  
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Spaghetti Monster. Why? Because they are burden  of proof arguments. They attempt to show that  
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even before we get down to the hard philosophical  work of weighing the evidence, you should think  
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God's probability is laughably low, supposedly  because the odds of Russell's Teapot and the  
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Flying Spaghetti Monster are laughably low. And I  guess by analogy we're supposed to assume that God  
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is the same. But what I've tried to show here is  it's a bad analogy. It rests on a confusion about  
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prior probability. So here's my advice, for what  it's worth. If you are critical of belief in God,  
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don't make shifty arguments about burden of  proof. Instead, just get down to the business of  
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making your rational case against God —there's  plenty to work with! And if you're a theist,  
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don't underestimate the problem of evil. It's  a hell of a problem that every believer in God  
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should take seriously. Unlike floating teapots  and flying spaghetti monsters. So that's it  
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everybody. Hope you enjoyed this one. Let me know  in the comments whether you think my criticisms  
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were fair. Somebody asked me on a review of this  video, "So Timothy, you never came out and said  
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what you think God's prior probability should  be." I would say that either it's inscrutable  
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or that we should start with a prior probability  of 50/50 odds. I think that's what I would say,  
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but what would you say? Again, let me know  in the comments and thanks for viewing.