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| {-# LANGUAGE FlexibleContexts #-} | |
| {-# LANGUAGE TemplateHaskell #-} | |
| import Control.Lens | |
| import Control.Lens.Operators | |
| import Data.List | |
| import Control.Monad | |
| import Control.Monad.State | |
| vec1 = [1 .. 3] | |
| vec2 = [11 .. 13] | |
| myZipWith op [] [] = [] | |
| myZipWith op _ [] = error "dimension mismatch" | |
| myZipWith op [] _ = error "dimension mismatch" | |
| myZipWith op (hL1:tL1) (hL2:tL2) = | |
| op hL1 hL2 : myZipWith op tL1 tL2 | |
| main = do | |
| print vec1 | |
| print vec2 | |
| print (zipWith (+) vec1 vec2) | |
| data Foo = Foo { _x :: Int | |
| , _y :: Double | |
| } deriving (Show) | |
| makeLenses ''Foo | |
| myData = Foo 1 2 | |
| foo = myData &~ loop | |
| where | |
| loop = forM_ [2..8] $ \t -> do | |
| x += 5 | |
| x += 6 | |
| q <- use x | |
| x += 2 | |
| x += t | |
| y -= 55 | |
| primes :: [Integer] | |
| primes = 2 : 3 : 5 : filter (isPrime) [7..] | |
| isPrime = not . isNotPrime | |
| isNotPrime x = any (x `isDivisibleBy`) (asManyAsWeNeed x primes) | |
| asManyAsWeNeed x l = takeWhile (<= lbsqr x) l | |
| lbsqr x = floor (sqrt (fromIntegral x)) | |
| isDivisibleBy a b = 0 == a `mod` b | |
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