If s is the product of the integers from 100 to 200, inclusive, and t is the product of the integers from 100 to 201, inclusive, what is $$\frac{1}{s}+\frac{1}{t}$$ in terms of t?
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A$$\frac{201^2}{t}$$
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B$$\frac{202\times201}{t}$$
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C$$\frac{201}{t}$$
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D$$\frac{202}{t}$$
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E$$\frac{202\times201}{t^2}$$