Created
September 7, 2012 11:39
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Creating an answer of http://nabetani.sakura.ne.jp/hena/ord3ynode/ in Haskell
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use strict; | |
use warnings; | |
my %dfa = ( | |
BA => { | |
r => 'AC', | |
l => 'AD', | |
b => 'AB', | |
}, | |
AB => { | |
r => 'BE', | |
l => 'BC', | |
b => 'BA', | |
}, | |
AC => { | |
r => 'CB', | |
l => 'CF', | |
b => 'CA', | |
}, | |
CA => { | |
r => 'AD', | |
l => 'AB', | |
b => 'AC', | |
}, | |
BC => { | |
r => 'CF', | |
l => 'CA', | |
b => 'CB', | |
}, | |
CB => { | |
r => 'BA', | |
l => 'BE', | |
b => 'BC', | |
}, | |
BE => { | |
r => 'ED', | |
l => 'EF', | |
b => 'EB', | |
}, | |
EB => { | |
r => 'BC', | |
l => 'BA', | |
b => 'BE', | |
}, | |
CF => { | |
r => 'FE', | |
l => 'FD', | |
b => 'FC', | |
}, | |
FC => { | |
r => 'CA', | |
l => 'CB', | |
b => 'CF', | |
}, | |
AD => { | |
r => 'DF', | |
l => 'DE', | |
b => 'DA', | |
}, | |
DA => { | |
r => 'AB', | |
l => 'AC', | |
b => 'AD', | |
}, | |
DF => { | |
r => 'FC', | |
l => 'FE', | |
b => 'FD', | |
}, | |
FD => { | |
r => 'DE', | |
l => 'DA', | |
b => 'DF', | |
}, | |
DE => { | |
r => 'EF', | |
l => 'EB', | |
b => 'ED', | |
}, | |
ED => { | |
r => 'DA', | |
l => 'DF', | |
b => 'DE', | |
}, | |
EF => { | |
r => 'FD', | |
l => 'FC', | |
b => 'FE', | |
}, | |
FE => { | |
r => 'EB', | |
l => 'ED', | |
b => 'EF', | |
}, | |
); | |
for my $st (keys %dfa) { | |
my ($s, $t) = split //, $st, 2; | |
for my $d (keys %{$dfa{$st}}) { | |
my $n = (split //, $dfa{$st}{$d})[1]; | |
my $dire = {r => 'Right', l => 'Left ', b => 'Back '}->{$d}; | |
print "nextNode $s $t $dire = $n\n"; | |
} | |
} |
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module Main where | |
import Control.Monad (join) | |
import Test.HUnit hiding (Node) | |
import Prelude hiding (Right, Left) | |
data Node = A | B | C | D | E | F deriving (Show, Eq) | |
data Direction = Right | Left | Back deriving Show | |
direction :: Char -> Direction | |
direction 'r' = Right | |
direction 'l' = Left | |
direction 'b' = Back | |
direction _ = error "No direction" | |
clockwiseRoutes :: [[Node]] | |
clockwiseRoutes = [ | |
[F, C, A, D] | |
, [D, A, B, E] | |
, [E, B, C, F] | |
, [A, C, B] | |
, [D, E, F] | |
] | |
searchRoute :: [[Node]] -> Node -> Node -> Node | |
searchRoute (x:xs) s t = let maybeNode = searchRoute' x s t | |
in case maybeNode of | |
Just node -> node | |
Nothing -> searchRoute xs s t | |
where searchRoute' :: [Node] -> Node -> Node -> Maybe Node | |
searchRoute' ys = searchRoute'' (last (init ys) : last ys : ys) | |
searchRoute'' (z:z':z'':zs) s' t' | |
| z == s' && z' == t' = Just z'' | |
| otherwise = searchRoute'' (z':z'':zs) s' t' | |
searchRoute'' (_:_:[]) _ _ = Nothing | |
searchRoute'' _ _ _ = error "[BUG]" | |
searchRoute [] s t = error $ "routes was not found for " ++ (show s) | |
++ "->" ++ (show t) | |
nextNode :: Node -> Node -> Direction -> Node | |
nextNode s _ Back = s | |
nextNode s t Right = searchRoute clockwiseRoutes s t | |
nextNode s t Left = searchRoute (reverse `fmap` clockwiseRoutes) s t | |
solve :: String -> String | |
solve input = join $ show `fmap` nodes | |
where | |
solve' :: Node -> Node -> [Direction] -> [Node] | |
solve' _ t [] = [t] | |
solve' s t (d:ds) = t : solve' t (nextNode s t d) ds | |
nodes = solve' B A (direction `fmap` input) | |
main :: IO () | |
main = do | |
eachLines <- lines `fmap` readFile "ynode.tsv" | |
patterns <- return $ split `fmap` eachLines | |
tests <- return $ (TestCase . doAssert) `fmap` patterns | |
runTestTT $ TestList tests | |
return () | |
where split = (id >< tail) . break (== '\t') | |
doAssert (input, expected) = | |
assertEqual "" (solve input) expected | |
(><) :: (a -> b) -> (c -> d) -> (a, c) -> (b, d) | |
(f >< g) (x, y) = (f x, g y) | |
{- | |
*Main> solve B A [Left, Left, Right, Right, Right] | |
[A,D,E,F,D,E] | |
-} |
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b | AB | |
---|---|---|
l | AD | |
r | AC | |
bbb | ABAB | |
rrr | ACBA | |
blll | ABCAB | |
llll | ADEBA | |
rbrl | ACADE | |
brrrr | ABEDAB | |
llrrr | ADEFDE | |
lrlll | ADFEDF | |
lrrrr | ADFCAD | |
rllll | ACFDAC | |
blrrrr | ABCFEBC | |
brllll | ABEFCBE | |
bbbrrlrl | ABABEDFCB | |
rbllrrrr | ACABCFEBC | |
lbrlrrblr | ADABCFEFCA | |
rlbrrrrbl | ACFCADFCFD | |
bllrlrbrrb | ABCADEFEBCB | |
rllrllllbb | ACFDEBADEDE | |
blblrlrrlbr | ABCBEDFCABAC | |
lrlrrrrrbrb | ADFEBCFEBEDE | |
rblllrlrrlrr | ACABCADEFDABE | |
rbrrlrblrllb | ACADFEBEFDACA | |
lrrrlrllrrllr | ADFCABEFCADEBC | |
rrlblllrrlrrb | ACBEBADEFDABEB | |
brbllrrbbrlrll | ABEBADFCFCABEFC | |
rrrbbrlbrlblrb | ACBABACFCABADFD | |
lllllllllllblrr | ADEBADEBADEBEFDE | |
llllllrllrlbrrr | ADEBADEFCBADABED |
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