import qualified Control.Monad as M
import qualified Data.Char as C
import qualified Data.List as L

type Result = (String, ([Int], Int))
type Answer = (Char, Int)

main :: IO ()
main = do
  examN <- readLn :: IO Int
  levels <- fmap (map read . words) getLine :: IO [Int]
  submitN <- readLn :: IO Int
  submits <- fmap lines getContents

  let answers = zip (take examN ['A'..]) $ repeat 0
      result = proc [] answers levels examN submits

  M.forM_ (zip [1..] result) $ \(n, (name, (scores, s))) -> do
    putStrLn $ show n ++ " " ++ name ++ " " ++ (unwords $ map show scores) ++ " " ++ show s

getLevel :: [Int] -> Char -> (Int, Int)
getLevel levels c = (index, levels !! index)
  where index = C.ord c - 65

proc :: [Result] -> [Answer] -> [Int] -> Int -> [String] -> [Result]
proc rs _ _ _ [] = rs
proc rs as ls examN (z:zs) = proc rs'' as' ls examN zs
                          where [name, levelC:[]] = words z
                                (levelIndex, level) = getLevel ls levelC
                                order = case lookup levelC as of
                                          Just x -> x + 1
                                          Nothing -> error "No level"
                                score = floor $ 50 * (realToFrac level) + 50 * (realToFrac level) / (0.8 + 0.2 * (realToFrac order))
                                (i, ss) = case L.findIndex (\(n, _) -> n == name) rs of
                                            Just i -> (i, fst . snd $ rs !! i)
                                            Nothing -> (-1, replicate examN 0)
                                ss' = take levelIndex ss ++ (score : drop (levelIndex + 1) ss)
                                as' = take levelIndex as ++ ((levelC, order) : drop (levelIndex + 1) as)
                                rs' = if i == -1
                                         then rs ++ [(name, (ss', sum ss'))]
                                         else take i rs ++ (name, (ss', sum ss')) : (drop (i + 1) rs)
                                rs'' = L.sortOn (\(_, (_, s)) -> (-s)) rs'