A1208. [COCI-2010_2011-contest4]#6 PROSJEK

Slavko decided to challenge Mirko! He gave him a real number P and a bag full of pieces of paper with exactly one number 1-5 written on each paper. There is an unlimited quantity of each type of paper.
Mirko’s task is to pick the minimum number of papers in a way that the average of the numbers written on them equals exactly P.

First and only line of input contains real number P.
P will have between 1 and 9 decimal places, inclusive (1 ≤ P ≤ 5).

First and only line of output should contain five nonnegative integers - numbers of ones, twos, threes,
fours and fives used, respectively. If there are multiple solutions, output any one of them.