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<h1>1081. Rational Sum (20)</h1>
<div id="problemContent">
<p>
Given N rational numbers in the form "numerator/denominator", you are supposed to calculate their sum.</p>
<p><b>
Input Specification:
</b></p>
<p>Each input file contains one test case. Each case starts with a positive integer N (&lt;=100), followed in the next line N rational numbers "a1/b1 a2/b2 ..." where all the numerators and denominators are in the range of "long int". If there is a negative number, then the sign must appear in front of the numerator.</p>
<p><b>
Output Specification:
</b></p>
<p>For each test case, output the sum in the simplest form "integer numerator/denominator" where "integer" is the integer part of the sum, "numerator" &lt; "denominator", and the numerator and the denominator have no common factor. You must output only the fractional part if the integer part is 0.</p>
<b>Sample Input 1:</b><pre>
5
2/5 4/15 1/30 -2/60 8/3
</pre>
<b>Sample Output 1:</b><pre>
3 1/3
</pre>
<b>Sample Input 2:</b><pre>
2
4/3 2/3
</pre>
<b>Sample Output 2:</b><pre>
2
</pre>
<b>Sample Input 3:</b><pre>
3
1/3 -1/6 1/8
</pre>
<b>Sample Output 3:</b><pre>
7/24
</pre>
</div>