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What Do You Know About Female Anatomy
Under 20? Oh I so love an optimist.
My guess is more like 3 out of 5 couldn't get most of the Qs right.
I really wish I could believe that was the case.
Sadly my guess would be they needed well under 20.
The Kook
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Infinitely Variable Gearbox For Bikes
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)
OK Go dances to Ben Folds
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)
Donald (Dax) Cowart
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)
Beautiful parody of House of Cards
Shit, I blew the perfect opportunity...
![](https://videosift.com/vs5/emoticon/tongue.gif)
*Lawdeedaw talking to camera
"Now here is what we call quid pro quo. Kymbos owes me big for that promotion and will be forced to either upvote my videos or promote mine at least. This should put at least one of my new qs--aww fuck it they both lack the votes...
Awesome pet adoption song and dance
The thumbnail image for this video has been updated - thumbnail added by PlayhousePals.
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)
QualiaSoup - Substance Dualism (Part 2 of 2)
@HadouKen24
Thanks for the insight. I'd never heard of substance dualism before watching these videos, and didn't know the arguments on either side.
The places you find issues with QS are in his take-downs of others' arguments/his own straw men, and not with arguments against SD itself. So I'd like to go back to QS's earliest statements about requirements for proponents of SD: If they propose there's a special substance, then they must show evidence of its existence, must say what property allows it to think while normal substance can't, and must show that it possesses that property, OR they must explain how a non-physical substance can be said to think or do, or even exist, and what would anchor that substance so firmly inside a particular real physical body. I think those are fair demands. Does philosophy have anything to answer them?
QualiaSoup - Substance Dualism (Part 2 of 2)
Well... not really.
First off, this isn't a specifically religious line of argument. Sure, the philosophers that he's quoting are indeed well known Christian philosophers. But one doesn't need to be Christian, or to be religious, or even broadly theistic in order to recognize the strength of some arguments for dualism.
So let's start with QualiaSoup's repeated comments about what would constitute a coherent account of dualism. His constant question is what an account of dualism would even look like without a physical account. For example, "How would an agent with no physical manifestation differ from no agent at all?"But this borders on circularity--if the only kind of coherent account that exists is a physical account, then there clearly cannot be a coherent account of dualism. Which is to say that QualiaSoup appears to be rejecting dualist accounts because they are dualist. Which is circular reasoning. If QualiaSoup wishes to advance such an objection, then it demonstrates nothing but the state of his beliefs about dualism, and says nothing about the truth or falsehood of the substance dualist theory of mind.
Moreover, he consistently conflates consciousness with cognition. Cognition pertains to the processing of data. An entity that is not conscious could certainly go through processes we would recognize as cognitive. Consciousness pertains to the awareness or the internal experience of, among other things, the objects of cognition. Even if cognition were largely handled by a physical brain, one could still assert a non-physical consciousness without any contradictions.
QualiaSoup does not seem to realize that substance dualism all but requires that damage to the brain result in bizarre functioning. One of the most consistent elements of dualist theories since the 17th century has been an understanding that the mind and the brain have causal relationships with each other. Pointing out the bizarre effects of brain damage on mental functioning no more disproves dualism than pointing out that drinking too much alcohol gets you drunk--the dualist already understands that these kinds of relationships must hold, and there are already the broad outlines of an account in place in dualism.
In his discussions of Swinburne's modal argument for dualism, QualiaSoup fundamentally misunderstands possibility and "apparent conceivability." Let's quote from the revised edition of Swinburne's Evolution of the Soul:
"The only arguments which can be given to show some supposition to be logically possible are arguments which spell it out, which tell in detail a story of what it would be like for it to be true and do not seem to involve any contradictions, i.e. arguments from apparent conceivability. Apparent conceivability
is evidence (though not of course conclusive evidence) of logical possibility." (pp. 324-325)
QualiaSoup's objection is clearly a straw-man argument when you look at the full passage. The counter-example of the time-traveler fails the "apparent conceivability" test immediately because it involves an obvious contradiction. Which is to say that, by Swinburne's definition, QS's example is NOT apparently conceivable. Moreover, QualiaSoup clearly misunderstands the notion of "logical possibility." A statement can be logically possible without being physically possible. It is logically possible that the moon is made out of cheese--there are no logical contradictions that would follow--despite its being a physical impossibility. Swinburne's argument has nothing to do with physical possibility--only logical possibility.
tl;dr
QualiaSoup needs to take some more philosophy classes. Philosophy is totally badass.
>> ^hpqp:
Once again QualiaSoup delivers a quality take-down of religious sophistry.
Substance dualism
It's not the same video. The old one was less than 10 minutes and has been removed from QS's channel. Fragments of the old one can still be found on YT in reaction videos to the original, but I can't find the whole thing. I hope you can remove this embed before someone declares dupe on the new one I just sifted: http://videosift.com/video/QualiaSoup-Substance-Dualism-Part-1-of-2
@dag @lucky760 Is it possible to remove an embed without replacing it?
[Edit: Also, since my sift of this embed is the same as this embed here, I cannot modify video details, which I'd like to do. Is there any way around that?]>> ^Almanildo:
I think QualiaSoup removed his video and replaced it with an HD version. Let's hope it's the same one.
Rent-a-Mex - Its Like Outsourcing, But Keeping It In!
The thumbnail image for this video has been updated - thumbnail added by ReverendTed.
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)
Travel INSIDE a Black Hole
For anyone who doesn't want to click to YouTube to get the link to that googolplex video, here it is: http://www.youtube.com/watch?v=8GEebx72-qs
Black Bananas TV Trouble craziest music video
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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eH/tRXSDVtLt2Lj/QS+9VyOXH/AMTXhYX93WcpepxJupUTfVf8E4+bWAJnAlGAx6HiivPxqEYGPtLcf7Jor3v7SXY2+r+Z68v7SfwxgGIrjVLtTzvhsyF+nzEH9Kq3f7Sfw8djIsWtbsYwbVR/7PXxXpjoLUAsMhjxmvSfix480LxfbaNb6V4V07SZNPs4YJ75Ti4vGSMKS4U7cZGRkFunPavIngaUoKD2R4/tppn1H4J12P4lh/EuiaiLS3hkeySO7R1cy4Q5+UMMASL+Zrn/AIrac3g/w/Nreqa9byRRTpAywQyswZi4HVR3Rvxr5U8P+NfFfhuUWmgeKtY0m1ZjNJDZ30kUbPwNxVWAJwAOfQVseJfiD4k8RQy2ut+K9W1Gzebzvs1zO8kQbJIIQvtGMnGBxTlg6M3do9CjnGJopcjWnkdxF8UvC6na1xq5GfmZLUD+ZNb2qfGLwTLb+Si6hOGjVXLRFc4UDpsNeEC7s/WP/vyP/iqPtdn6x/8Afkf/ABVbU6VOn8MUgnnWLqfEz3bw18YfBGl2bxJa3EeWJAZZW/koxW2vx28FpY3BXi5MJWNGtJircjg183fa7L1j/wC/I/8AiqPtdl6x/wDfkf8AxVNU7SumS83rOPK4o9V1v41NIC2nwWEcmchv7PbP61r/AAg+NWm2Xi4X3i+eKC32MfOt9O+ctjgHauSOa8T+12frH/35H/xVH2uyPGYx/wBsR/8AFVvTqTptWZw1KzqRcWtz7D8R/tA/Cy+0G9s4tauzJNEyqP7PmGSR/u157ovxd8CqulW9/fXZt4/3dzttJMqu7KsOOcenevJNG1fwFD4RvLTUdHnn1l7pnt7lW+RIsDCkbxz17VhTXmg/bUeK1fyAJNyb8Ekr8vOeMHmuyOY1YxcFsznowjSd4n1xrv7QvwpS+0640/UbyZbdMSKmnyrwqEBRle4YjPavP/Afxo8I2viZNV1vUbqLzL0Ty4tZGwC+5ugrwq+vdAd4Ba2nlhZtz7ucpuPHDc8FfTp15q34X1LwlbarLL4g0uTULL7OvlRRSGMiVSp5w4+VsMpOcjdkDjFcsK8oqx0e3nc+xtI/aX+FMWt6jd3GtXqxzv8AIP7OmOQMAfw8dK8i+NPxm8G+JvFSXmmX9xPZRW6wputJEOOSeCPUmuKm8RfBC4v7iabwrrCqZnkjZJsbxhSqsgmwFzvzgg4xg5zXE+Pb7wfd3lsfCNhc2VskGJvtL5aR8k5wXftgZBGfQd+V0oyb8zSGKnGV0tTebxp4aLHF42M8fuH/AMKK8gLUU/ZrudH1+r5Df4qWiiqZwsUdKSiigQUUUUgCiiigAooooAKKKKACiiigApDRRTQ0GT60UUUxn//Z)
NASA: Flight of the Orion...
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TDS: Sean Hannity's Holy Sausage Fest
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)