Protan Forms

First Appearance and Context

The phrase is used in discussion among avout at Saunt Edhar to denote "the theoric truths" and is proposed as a neutral ground for communicating with unknown outsiders. In that conversation, Protan forms are explicitly situated within the Hylaean vision of ideal entities, not dependent on any particular language or notation.

Concept and Description

Protan forms are understood as ideal, invariant theoric objects: truths that do not change with the symbols, media, or procedures used to express them. The name reflects the lineage from Protas, whose doctrine holds that worldly things are shadows of more perfect realities, and the idea is framed within the Hylaean Theoric World, a realm of such ideal forms. In this usage, different representational systems (mathematical notation, diagrams, even non‑written media) can point to the same Protan form if they express the same underlying truth.

Use in Current Discourse

Within the Mathic World, Protan forms are invoked to argue that shared theoric truths could bridge otherwise incompatible languages or cultures. In recent discussions at Saunt Edhar, this is raised as a practical hypothesis for communicating with an observed orbiting craft: if independent intelligences converge on the same theoric truths, messages constructed from those truths might be mutually intelligible.

Relationships and Affiliations

  • Philosophical lineage: tied to Protas and the doctrine of Protism.
  • Metatheorical setting: commonly discussed in relation to the Hylaean Theoric World as the domain where such forms reside.

Current Status

A live concept in teaching and debate. No physical location or institutional office is associated with it; usage reflects ongoing attempts to ground communication and proof in notation‑independent truths.

Summary:

An avout term for ideal theoric truths associated with Protas and the Hylaean Theoric World; invoked as a potential universal basis for communication across differing notations or media.

Known as:
Protan Forms