Dick and Jane

Dick is 12 years old. Saying that someone is $n$ years old means that at least $n$ but strictly fewer than $n + 1$ full years have passed since they were born — every age is rounded down to a whole number of years.

Dick and Jane have three pets: Spot the dog, Puff the cat, and Yertle the turtle. Three facts are known:

• 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.

Each of these ages is a whole number of years, rounded down exactly as Dick's age is. Moreover, the sum of Spot's, Puff's, and Yertle's ages equals the sum of Dick's age (which is $12$) and Jane's age ($j$).

Determine the current ages of Spot, Puff, and Yertle.

Each line contains four non-negative integers separated by single spaces: $s$, $p$, $y$, and $j$. Input continues until end of file, and every line describes an independent scenario.

For each input line, print one line with three integers separated by single spaces: the current ages of Spot, Puff, and Yertle, in that order. Each age is a whole number of years, using the same rounding-down rule described above.