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The Shapley Supercluster fits Geier's programme well - A first look by Stefan Geier et al., Gerhart-Hauptmann-Straße 6, 83071 Haidholzen

The Shapley Supercluster fits Geier's programme well - A first look by Stefan Geier et al., Gerhart-Hauptmann-Straße 6, 83071 Haidholzen The Shapley Supercluster displays a moderate, coherent, and falsifiable exploratory concordance with the Fibonacci–Lucas- Φ- coordinate family of Geier’s Programme. Please, compare with:  The Great Attractor fits Geier's Programme very well with more than 99% by Stefan Geier et al., ISTS, Gerhart-Hauptmann-Straße 6, 83071 Haidholzen , https://humanistischebetrachtungen1.blogspot.com/2026/08/the-great-attractor-fits-geiers.html  In several interesting instances the Shapley Supercluster is compatible with our Geier’s Programme at the level of exploratory Φ/Fibonacci–Lucas coordinates. However, it has not yet been shown to follow the Programme as a causal, generative, or dynamical law. The Shapley case is arguably at least as suggestive numerically as the Great Attractor case , particularly because its two strongest correspondences are dime...

The Great Attractor fits Geier's Programme very well with more than 99% by Stefan Geier et al., ISTS, Gerhart-Hauptmann-Straße 6, 83071 Haidholzen

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The Great Attractor fits Geier's Programme very well with more than 99% - A first look by Stefan Geier et al., I STS, Gerhart-Hauptmann-Straße 6, 83071 Haidholzen The Great Attractor is not a single directly imaged object but a historically evolving inference from peculiar velocities, density reconstructions and gravitational-flow basins in the obscured Hydra–Centaurus/Norma sector. This report asks whether its best-supported observables fit Geier's proposal that φ, 1/φ, powers of φ and Fibonacci/Lucas functions can act as attractor coordinates in nature. We separate five claim levels: structural analogy, dimensionless numerical proximity, common-scale sequence fit, exact Geier dynamics and physical mechanism. Primary astrophysical sources were audited through 17 August 2026; the 2026 Manticore-Local analysis and the Dressler–Monson surface-brightness-fluctuation preprint were treated as scientifically important but mutually non-identical descriptions. Fits used a symmetric bou...