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MIU puzzle in Haskell
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import Data.List | |
import Text.Regex.Posix | |
rule :: Int -> String -> ((String, String, String, [String]) -> String) -> ([Int],String) -> ([Int],String) | |
rule x pat f (routes,s) = | |
let | |
res = s =~~ pat :: Maybe (String, String, String, [String]) | |
in case res of | |
Just r -> (x:routes, f r) | |
Nothing -> (routes,[]) | |
rule1 = rule 1 "(\\w)I" (\(b,m,a,as) -> b++as!!0++"IU"++a) | |
rule2 = rule 2 "M([M|I|U]?)" (\(b,m,a,as) -> b++m++as!!0++a) | |
rule3 = rule 3 "(\\w)III(\\w)" (\(b,m,a,as) -> b++as!!0++"U"++as!!1++a) | |
rule4 = rule 4 "(\\w)UU(\\w)" (\(b,m,a,as) -> b++as!!0++as!!1++a) | |
generate :: ([Int],String) -> [([Int],String)] | |
generate str = (str:) $ filter (not . null . snd) $ map ($ str) [rule1, rule2, rule3, rule4] | |
gen :: ([Int],String) -> [([Int],String)] | |
gen s = (s:) $ concat $ map generate (gen s) | |
main = putStrLn $ show $ find ((=="MU") . snd) $ gen ([],"MI") |
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