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Reverse Russell's Paradox
17th February 2012, 09:20
Post: #5
  4k posts! 3 years membership!
Reverse Russell's Paradox
(16th February 2012 05:16)AthiestAtheist Wrote:  Can the set which cannot be contained be contained within the set of all sets that cannot be contained?

Yes
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Messages In This Thread
Reverse Russell's Paradox - AthiestAtheist - 16th February 2012, 05:16
RE: Reverse Russell's Paradox - LastPoet - 16th February 2012, 15:51
RE: Reverse Russell's Paradox - AthiestAtheist - 17th February 2012, 02:44
RE: Reverse Russell's Paradox - LastPoet - 19th February 2012, 19:34
RE: Reverse Russell's Paradox - AthiestAtheist - 20th February 2012, 05:48
RE: Reverse Russell's Paradox - AthiestAtheist - 21st February 2012, 04:55
RE: Reverse Russell's Paradox - Minimalist - 17th February 2012, 03:16
Reverse Russell's Paradox - Zen Badger - 17th February 2012 09:20
RE: Reverse Russell's Paradox - AthiestAtheist - 18th February 2012, 19:12
RE: Reverse Russell's Paradox - Zen Badger - 20th February 2012, 13:47
RE: Reverse Russell's Paradox - Tiberius - 18th February 2012, 19:54
RE: Reverse Russell's Paradox - Minimalist - 18th February 2012, 21:17
RE: Reverse Russell's Paradox - AthiestAtheist - 22nd February 2012, 02:40



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