Dick is $d=12$ years old. When we say this, we mean that it is at least twelve and not yet thirteen years since Dick was born.
Dick and Jane have three pets: Spot the dog, Puff the Cat, and Yertle the Turtle. Spot was $s$ years old when Puff was born; Puff was $p$ years old when Yertle was born; Spot was $y$ years old when Yertle was born. The sum of Spot’s age, Puff’s age, and Yertle’s age equals the sum of Dick’s age ($d$) and Jane’s age ($j$). How old are Spot, Puff, and Yertle?
Each input line contains four non-negative integers: $s$, $p$, $y$, $j$ as defined above. All numbers are at most $10^9$ and there will be at most 250 test cases.
For each input line, print a line containing three integers: Spot’s age, Puff’s age, and Yertle’s age. Ages are given in years, as described in the first paragraph.
|Sample Input 1||Sample Output 1|
5 5 10 9 5 5 10 10 5 5 11 10
12 7 2 13 7 2 13 7 2