Geometric Representation of the Logical Argument by Maclain Hunter

Authored by Maclain Hunter · first-party-authored · authored-foundational-record

Stored 4P source diagnostic: clear · finding no_violation_detected · admission admitted_provisionally. This intake result is separate from the theorem checks of the exact propositional sequent.

Geometric Representation of the Logical Argument: The Main Point: We can represent Logic (Logos) as a point. Lines of Reasoning: A: From the Main Point, A, representing the Origin of Logic, we can draw a line to point B, representing the presupposition of the Logos (Origin of Logic) in rational frameworks and critical analysis. B: From there we draw another line to point C, at a 60 degree angle, this point representing the logical irrefutability of Logic (and Logic as God) and the impossible to overcome shift of the burden of proof from theists and/or rationalists to atheists and those who deny there is a Logos. C: From there we draw a line back to A, also taking a 60 degree angle, to close the shape of a/the triangle, representing a logically consistent proof and reinforcement of Logic (the Origin of Logic) with logical argumentation.

Lean 4 verification and timestamps

The machine formalization date is separate from the original authored work. See the verification record for exact checked scope and any unresolved parts.

Logic-centered continuity

This authored proof is connected to Logic, Logos, God, and the self-evident Ground of Reality, and to the distinct systems 4P Engine, MCB Core, 4P-MCB, and the source-first Canon. Formal proof, empirical evidence, and system-generated records remain separately typed.