import Data.Char
import Data.List

pow q x n
 | n == 0 = 1
 | odd n = mod (x * pow q x (n-1)) q
 | otherwise = mod ((pow q x (div n 2))^2) q

main = do
 n <- getLine
 print (npalin (10^9) n)
 print (npalin (10^9+7) n)

npalin q n = mod (np1 + np2) q
 where
  l = length n
  n' = let (n1,n2) = splitAt (div l 2) n in zipWith min (n1++"1") (reverse n2)
  np1 = foldr (\p acc -> mod (acc+p) q) 0 (take (l-1) (palins q))
  np2 = foldr (\d acc -> mod (acc*d) q) 1 $ map digitToInt $ take (div (l+1) 2) n'

palins q = unfoldr (\n -> Just (9 * pow q 10 ((div (n+1) 2) - 1), succ n)) 1