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Using the first discrete derivatives for the expansion in z=0 of theoscillating part lambdatiny(n) =lambda n* of the "tiny" Li-Keiper coefficients, we analyse two series in the variable z=1-1/s ~0 for the first low values andcompare them with the exact series. The numerical results suggest interestingmore "sophisticated" approximations.

Quasi Fibonacci approximation to the low tiny fluctuations of the Li-Keiper coefficients: a numerical computation