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Paradoxes
Shortest Long Number (
Posted on 2004-04-15
)
What is the smallest positive integer that cannot be defined in less than twenty-five syllables?
See The Solution
Submitted by
Sam
Rating:
3.0833
(12 votes)
Comments: (
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)
Subject
Author
Date
re: smartalecking the solution (Spoiler)
Dej Mar
2006-07-08 04:22:02
hhhhhhhmmmmmmmm
a
2006-07-07 06:06:26
smartalecking the solution
Adam
2005-12-21 23:57:35
re: Possible solution...
Will
2005-06-09 23:36:55
Possible solution...
Will
2005-06-09 23:35:44
Godel and Garciadiego
John Ryskamp
2005-04-24 04:03:52
Full solution
Angela
2005-02-15 12:22:49
No Subject
Sam
2005-02-03 09:48:30
Excluding the definition argument
John
2004-07-22 02:22:11
first solution i thuoght of
luke
2004-04-29 23:36:23
re: Paradoxes vrs. Dilemmas
Thalamus
2004-04-16 10:12:36
Paradoxes vrs. Dilemmas
Penny
2004-04-16 08:12:03
Berry's paradox isn't Berry's
Federico Kereki
2004-04-16 07:53:22
Waiting For Godel
Penny
2004-04-16 06:09:08
re(7): Tentative solution REVISED (reply to Sam)
Thalamus
2004-04-16 03:40:57
re(6): Tentative solution REVISED (reply to Sam)
Sam
2004-04-16 02:35:57
re: Didn't define it either, Ady
Ady TZIDON
2004-04-16 02:21:45
Didn't define it either, Ady
Penny
2004-04-16 00:15:59
re: I think I have the solution..-there is none.....
Ady TZIDON
2004-04-16 00:04:04
re(5): Tentative solution REVISED (reply to Sam)
Ady TZIDON
2004-04-15 23:50:01
re(3): Tentative solution REVISED / att:sam
Ady TZIDON
2004-04-15 23:43:56
I think I have the solution.......
Penny
2004-04-15 23:39:12
re: maybe
Jessica
2004-04-15 23:07:58
maybe
Jessica
2004-04-15 22:59:32
A (good?) reference
Richard
2004-04-15 22:40:27
re(4): But can any set of positive integers exist without a least member?
Tristan
2004-04-15 21:21:44
re(3): But can any set of positive integers exist without a least member?
Penny
2004-04-15 21:14:26
re(2): But can any set of positive integers exist without a least member?
Penny
2004-04-15 21:09:53
re: But can any set of positive integers exist without a least member?
Sam
2004-04-15 20:53:31
But can any set of positive integers exist without a least member?
Penny
2004-04-15 20:27:28
re(6): Tentative solution REVISED (Paradoxes)
Sam
2004-04-15 19:17:58
re(5): Tentative solution REVISED (Paradoxes)
Penny
2004-04-15 18:43:59
re(5): Tentative solution REVISED (Paradoxes)
Thalamus
2004-04-15 18:41:45
re(4): Tentative solution REVISED (Paradoxes)
Sam
2004-04-15 18:21:25
re(3): Tentative solution REVISED (Paradoxes)
Penny
2004-04-15 18:08:16
re(2): Tentative solution REVISED (Paradoxes)
Sam
2004-04-15 17:50:13
re(5): Tentative solution - Definitions
Richard
2004-04-15 17:39:59
re(4): Tentative solution - Definitions
Thalamus
2004-04-15 17:18:02
re: Tentative solution REVISED
Ady TZIDON
2004-04-15 17:17:59
re(3): Tentative solution - Definitions
Sam
2004-04-15 17:11:03
o_0
CMB
2004-04-15 17:00:44
re(2): Tentative solution
Oren Melzer
2004-04-15 16:58:45
re: Tentative solution
stan
2004-04-15 15:15:22
Bye Bye silly thread
Penny
2004-04-15 15:09:57
Berry tricky !!!!!!!
Penny
2004-04-15 14:56:27
Berry Paradox
Oskar
2004-04-15 14:47:27
re(2): Tentative solution
Penny
2004-04-15 14:46:57
re: Tentative solution
sassy
2004-04-15 14:45:52
Tentative solution
Penny
2004-04-15 14:35:43
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