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where gather [xs] (v:vs) = let v' = match xs v

*[http://www.cs.chalmers.se/~dave/ David Sands] ==V==

...instruction but a ''dynamic'' one (David Madore's [http://www.madore.org/~david/computers/callcc.html#sec_intro A page about <code>call/cc</code>]) ...ode>call/cc</code>] describes the concept, and his [http://www.madore.org/~david/programs/unlambda/ The Unlambda Programming Language] page shows how he imp

:Jeremy Gibbons, David Lester, and Richard Bird. Journal of Functional Programming, 16(3):281-292 :Jeremy Gibbons, Wentong Cai and David Skillicorn (1994). Science of Computer Programming 23 p1-18.

(v,vs) <- parse (Times x (Star x)) (t:ts) return (v:vs)

...ig/ Meurig Sage], University of Glasgow, [http://www.cs.chalmers.se/~dave/ David Sands], Chalmers University of Technology, [http://www.dcs.gla.ac.uk/~sanso *<b>V:</b>

* <tt>-V, --version</tt> Print out version information * <tt>-v --verbose</tt> Verbose mode

v <- valAt (i,j) -- ^ for each board position when (v == 0) $ do -- if it's empty (we represent that with a 0)

<b>Instructor:</b> [mailto:dave@cs.chalmers.se David Sands] <b>Instructor:</b> [mailto:djd@comp.leeds.ac.uk David Duke]

...ckage.haskell.org/package/data-ordlist-0.4.7.0/docs/Data-List-Ordered.html#v:foldt <code>Data.List.Ordered.foldt</code>] of the <i>data-ordlist</i> pac snapUp v o step = v + (mod (o-v) step) -- full steps from o

* The identity law:<br /><haskell>pure id <*> v = v</haskell> * Composition:<br /><haskell>u <*> (v <*> w) = pure (.) <*> u <*> v <*> w </haskell>This one is the trickiest law to gain intuition for. In so