It's easy to know that arctan(1/2)+arctan(1/3)=arctan(1).The problem is,to some fixed number A,you have to calculate the minimum sum B+C.A,B and C are all positive integers and satisfy the equation below:
arctan(1/A)=arctan(1/B)+arctan(1/C)
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It's easy to know that arctan(1/2)+arctan(1/3)=arctan(1).The problem is,to some fixed number A,you have to calculate the minimum sum B+C.A,B and C are all positive integers and satisfy the equation below:
arctan(1/A)=arctan(1/B)+arctan(1/C)
The first line contains a integer number T(T <= 200).T lines follow,each contains a single integer A, 1<=A<=60000.
T lines,each contains a single integer which denotes to the minimum sum B+C.
1
1
5