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Observe a series of junior one math problems arranged according to the following rules.
1, 1/2,2/ 1, 1/3,2/2,3/ 1, 1/4,2/3,3/2,4/ 1, 1/5,2/4,3/3,4/2,5/ 1, 1/6,2/5,3/4,4/3,5/2,6/ 1, ......

The numbers of each group are 1, 2, 3, 4, 5 and 6. .......

Each group of molecules starts with 1 and the denominator is a number. The numerator increases and the denominator decreases.

F(n)=2/2007, which means the second in the 2007 group.

So n =1+2+...+2006+2 = 2006+2006 * (2006-1)/2+2 =1003 * 2007+2 = 201.