The SOLAR MANIFESTO is a descriptive, scientific and science-communication document designed to accompany the technical dossier SOLAR Navigator (CP364). Its purpose is to make the dynamic reality of the Solar System readable and understandable when it is observed as a process, rather than only as a set of geometric orbits. Within the classical framework, planetary orbits are typically represented as trajectories in space. The SOLAR Manifesto proposes a complementary change of perspective: observing orbital dynamics through operational radial (r) and angular/phase (θ) coordinates, in order to highlight structures, coherence patterns, and global organization that remain implicitly “hidden” in purely geometric representations. The Manifesto introduces the core concepts of the SOLAR frame in an accessible form, describes the initial interpretative hypothesis (wave/spiral as a qualitative reading key), and provides technical analogies useful to understand how a global structure may emerge when the ensemble of bodies is treated as a unified dynamic system. This document does not replace the technical dossier, nor does it claim the introduction of new fundamental forces. Its role is to provide a rigorous conceptual map to interpret what becomes observable in SOLAR representations. Interpretations are formulated with explicit boundaries, clearly distinguishing between observation, description, and compatible readings, without automatically implying physical causality. The result is a Manifesto intended for a broad audience (researchers, independent scholars, science communicators), enabling readers to understand why SOLAR is not only a computational pipeline but also a new observability tool for global orbital dynamics. Technical reference (dataset and methodology) SOLAR Navigator — “Lagrangian Orbital System in Angular (θ) and Radial (r) coordinates”. Zenodo. DOI: 10.5281/zenodo.18422393 (2026-01-30). Previous work (CP364 interpretative context) Claudio Pizzuti (CP364), “Vortex-wave gravity as an elastic structure: observations and Trinamica analysis”. Zenodo. DOI: 10.5281/zenodo.17039525 (2025-09-04).
Pizzuti et al. (Thu,) studied this question.