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Table 4 Some values of \((\sum^{\infty}_{k=n}\frac{1}{f_{3k}^{2}})^{-1}\)

From: Asymptotic behavior of reciprocal sum of two products of Fibonacci numbers

n

\((\sum^{\infty}_{k=n}\frac {1}{f_{3k}^{2}} )^{-1}\)

\(\widetilde{g}_{n}\)

n

\((\sum^{\infty}_{k=n}\frac {1}{f_{3k}^{2}} )^{-1}\)

\(\widetilde{g}_{n}\)

3

1091.5561…

1091.5555…

4

19,580.44447…

19,580.44444…

5

351,363.555557…

351,363.555555…

6

6,304,956.4444445…

6,304,956.4444444…

7

113,137,859.555555…

113,137,859.555555…

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