Do you like fractions?

You are writing the part of a basic math tutor that prints a fraction as a mixed number.

A proper fraction has a numerator smaller than its denominator. A mixed number splits off the whole part and writes what is left as a proper fraction. For a fraction with numerator $n$ and denominator $d$, the whole part is the quotient $q = \lfloor n / d \rfloor$ and the numerator of the leftover fraction is the remainder $r = n \bmod d$. For example, $27/12$ becomes the whole part $2$ and the proper fraction $3/12$.

Do not reduce the fraction. Printing $1/4$ in place of $3/12$ is wrong.

The input has several lines, and each line is one test case. Each line holds two integers separated by a space. The first is the numerator $n$ and the second is the denominator $d$. Both are between $1$ and $2^{31} - 1$.

Input ends on the line 0 0. That line is not a test case, so do not process it.

For each test case, print the mixed number on one line. Print the whole part, the numerator of the leftover fraction, the character /, and the denominator, in that order, separated by single spaces.

Print a whole part of $0$ or a remainder of $0$ as it is. For numerator $3$ and denominator $4000$, print 0 3 / 4000. For numerator $2460000$ and denominator $98400$, print 25 0 / 98400.