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   <rindolf>  Pythack now was able to get the fc-solve test suite up and
              running.
       <Zuu>  eh?!
           *  Zuu solves rindolf
   <rindolf>  Zuu: http://fc-solve.berlios.de/
   <rindolf>  Zuu: I am not solvable.
   <rindolf>  I am Turing hard.
       <Zuu>  :S
           *  Zuu never heard of anything called 'turing hard'
 <joeyadams>  lol. Zuu's probabilistic, so maybe he can solve you.
       <Zuu>  but i guess i have now
 <joeyadams>  Formal definition of Turing hard: blah blah blah hard blah
              blah Turing blah.
       <Zuu>  Hahahaha :D
 <joeyadams>  Wikipedia: Given a set X in P(N), a set A in N is called
              Turing hard for X if X <=_T A for all X in X. If
              additionally A is in X, then A is called Turing complete for
              X.
 <joeyadams>  Does that clarify?
 <joeyadams>  (see http://en.wikipedia.org/wiki/Turing_reduction for the
              actual math symbols)
           *  joeyadams assumes you get the point
       <Zuu>  yeah, i think i'll have to put significant time into that,
              for me to comprehend it :)
       <Zuu>  but maybe i will, some day :P
 <joeyadams>  My point is that people like to use mumbo jumbo to describe
              more concise mumbo jumbo.
 <joeyadams>  E.g. A problem is NP-hard if it is at least as hard as all
              the problems in NP.
       <Zuu>  i undersstand enough of it, to be fairly confident that
              rindolf being turing hard, will not say much about his
              ability to be solved
 <joeyadams>  I'm guessing Turing-hard means you can't solve a problem
              with a Turing machine (e.g. the halting problem)
 <joeyadams>  (substitute Turing machine with "your computer" :) )
       <Zuu>  no, turing hard has something to do with expressiveness
 <joeyadams>  okay, Zuu > joeyadams, so I can't help you :)
           *  Zuu tickles joeyadams ^^
 <joeyadams>  A delicious apple is any fruit ∈ apple that is at least as
              tasty as any other fruit ∈ apple.
 <joeyadams>  In other words, apples are in the set of recursively
              nommable fruits.
   <rindolf>  joeyadams: what's up?
 <joeyadams>  I'm babbling.
   <rindolf>  joeyadams: Apple is one of my least favourite fruits.
           *  Zuu watches a number of apples that recursively NOM's
              eathother
   <rindolf>  It tends to be too commonplace.
   <rindolf>  Or simpleton.
 <joeyadams>  whoops, my logic is incorrect
 <joeyadams>  Only delicious apples are ∈ the nommable fruits.
 <joeyadams>  (recursively is just a word you throw in to sound smart)
           *  Zuu NOMs joeyadams :>
   <rindolf>  joeyadams: a friend of one of my sisters said that Apple is
              his favourite fruit.
   <rindolf>  Ta-zuu!
           *  joeyadams has quit (Read error: 104 (Connection nommed by
              peer))
       <Zuu>  yeah, unfortunately a lot of people throw with a lot of
              words to sound smart :/
       <Zuu>  my favourite fruit is a recursive banana!
 <joeyadams>  although it certainly helps to use complex terminology to
              solve complex problems. As Aristophanes said, "High thoughts
              must have high language."
       <Zuu>  .. along with immutable polymorphic pears
 <joeyadams>  Zuu> I guess you have to peel it indefinitely?
 <joeyadams>  lol
       <Zuu>  Hahah, yeah :P
 <joeyadams>  I tend to eat bananas in deterministic polynomial time.
       <Zuu>  i eat them in linear time, but uses exponential space
 <joeyadams>  lol
   <rindolf>  Heh.
 <joeyadams>  eww

    -- Turing Hard
    -- ##programming, Freenode

The bay-trees in our country are all wither'd
And meteors fright the fixed stars of heaven;
The pale-faced moon looks bloody on the earth
And lean-look'd prophets whisper fearful change.
These signs forerun the death or fall of kings.
		-- Wm. Shakespeare, "Richard II"


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