Within this realm, where angles and curves blur into abstraction, a theory stands incomplete - like a symphony without its final notes.
In the halls of abstract constructs, where dimensions abide by no conventions, frameworks of geometrical paradigms rise and fall. These are not mere figures on paper, but realms themselves, wrapped in the enigma of their own boundaries.
Consider a point - a mere speck in the dark void, a concept often misunderstood. Before it lies an infinite plane, yet uncharted; behind it, a universe of possibilities. Follow the line that extends ad infinitum, for therein lies the essence of geometric comprehension.
Let \( G \) represent the aggregate of geometric principles. When \( G \) lacks the fundamental constructs filled by the symbols of \( \pi \) and \( \phi \), we ponder: what remains outside the walls of this abstract edifice?
Each cube of knowledge, each triangle of thought, each circle of inquiry, stands precariously balanced upon its own axis. It is the unmeasurable distances that bridge these constructs, the unseen lines that connect them, which define the true Establishment of Geometric Theories.