Simplifications of the Keiper/Li approach to the Riemann Hypothesis

The Keiper/Li constants $\{{\lambda }_n{\}}_{n=1,2,\dots }$ are asymptotically ($n \to \infty$) sensitive to the Riemann Hypothesis, but highly elusive analytically and difficult to compute numerically. We present quite explicit variant sequences that stay within the abstract Keiper–Li frame, and appear simpler to analyze and compute.