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diff --git a/80.hs b/80.hs
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+import Data.Foldable
+import System.Environment
+
+floorSqrt :: Integer -> Integer
+floorSqrt n = floor $ sqrt $ fromIntegral n 
+
+isPerfectSquare :: Integer -> Bool
+isPerfectSquare n = 
+    let floorSqrtN = floorSqrt n
+    in floorSqrtN * floorSqrtN == n
+
+data DigitState = DigitState Integer Integer Integer Integer deriving Show
+
+instance Monoid DigitState where
+    mempty = DigitState 0 0 0 0
+    DigitState _ _ xa _ `mappend` DigitState _ _ xb _ = DigitState 0 0 (xa + xb) 0
+
+getNewX :: Integer -> Integer -> Integer
+getNewX c p = (fromIntegral $ length $ takeWhile (<= c) $ map (\x -> x * (20 * p + x)) [0..9]) - 1
+
+getNewY :: Integer -> Integer -> Integer
+getNewY p x = x * (20 * p + x)
+
+getInitialState :: Integer -> DigitState
+getInitialState c =
+    let newX = getNewX c 0
+        newY = newX * newX 
+    in DigitState c 0 newX newY
+
+nextState :: DigitState -> DigitState
+nextState (DigitState c p x y) = 
+    let newC = 100 * (c - y)
+        newP = 10 * p + x
+        newX = getNewX newC newP
+        newY = getNewY newP newX
+    in DigitState newC newP newX newY
+
+sqrtDigitSum :: Int -> Integer -> Integer
+sqrtDigitSum d n = 
+    let initialState = getInitialState n
+        stateList = initialState : map nextState stateList
+        DigitState _ _ sum _ = fold $ take d stateList 
+    in sum
+
+sumSqrtDigitSums :: Integer -> Int -> Integer
+sumSqrtDigitSums bound count = sum $ map (sqrtDigitSum count) $ filter (not . isPerfectSquare) [2..bound]
+
+main = do 
+    args <- getArgs
+    print $ sumSqrtDigitSums 100 100 -- (read $ head args) (read $ last args)
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