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These tables currently contain the first 103,800,788,359 zeros of $\zeta(s)$, covering the range $0 < t < 30610046000$, computed by David Platt to an absolute precision of $2^{-101}$.

Currently, they are not perfectly printed, and the last few digits may not always be printed correctly in base 10.

Reference: David Platt, Computing degree 1 $L$-functions, PhD Thesis, Bristol University, 2011.