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Numberwang: Difference between revisions
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As of [[2009]], Numberwang is officially the easiest game show in existence, surpassing ''Who Wants to Sit in a Chair for Half an Hour?''. | As of [[2009]], Numberwang is officially the easiest game show in existence, surpassing ''Who Wants to Sit in a Chair for Half an Hour?''. | ||
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*[[0111101101111011011001000110010101100011011001010111000001110100011010010110001001100001011011100111110101111101|8092516]] <!-- Binary --> | *[[0111101101111011011001000110010101100011011001010111000001110100011010010110001001100001011011100111110101111101|8092516]] <!-- Binary --> | ||
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Latest revision as of 22:21, 23 March 2025
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This article needs moar numbers. You can help by adding moar numbers. |
Numberwang is a British comedy sketch, based on game show. It can be summed up like this:
- Pick any real number from negative infinity to infinity.
- No, seriously. That's it.
- Wait, we forgot: You can make up numbers.
- Win and become the Numberwang! Lose and leave with a bag on your head.
As of 2009, Numberwang is officially the easiest game show in existence, surpassing Who Wants to Sit in a Chair for Half an Hour?.
List of Numbers That Have Been Numberwang
≤ 100
- ∅
- -4
- 0
- .0893
- .45
- .50
- .8182, .857, .9091, 1.17
- .999
- 1
- 2, 2 (again), 2 (yet again), 2.0
- e
- 3
- π
- 4, 4 (again), 4 (yet again)
- 5
- 6
- 7, 7 (again)
- 8
- g
- 10
- 11
- 20
- NOT 23
- 24
- 27
- 34
- 39
- 42
- 45
- 50
- 55
- 69
- 78
- 80
- 99
- 100, 100.00
≤ 9000
- 111
- 151
- 161
- 173
- 300
- 315
- 360
- 404
- 419
- 420
- 666
- 711
- 888
- 911
- 1337
- 1492
- 1772
- 1942
- 1984
- 1970, 1980, 1990
- 2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009...
- 2000 (again)
- 2012
- 2501
- 2600
- 3000, 3999, 4000, 5000
- 4423
- 8472
- 9000
> 9000
- 9001
- 20721
- 40000
- 56000
- 5318008
- 8092516
- 100,000,000
- 400,000,000
- 68.39.174.238
- 250146006991257
- 13256278887989457651018865901401704640
- googol
- ∞
- (undefined)
See Also
External Links
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Numberwang is part of a series on Visit the Television Portal for complete coverage. |