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The Empty Timeline[]

The Empty Timeline represents an extensive and complex number within Fictional Googology, categorized as Class 34. It is a theoretical construct where all numbers equate to Nullirotos (0-APERDINAL) across various terminologies and languages. This concept encompasses over 200 numbers, making it distinct from the Undefined class.

Axioms[]

  • Transcendence: The Empty Timeline must exhibit transcendence, allowing for Post-Empty Timeline numbers.
  • Calculation Limitation: The Empty Timeline cannot be fully represented by traditional calculations. This limitation underscores the complexity and abstract nature of numbers within this framework, highlighting the need for advanced theoretical approaches.
  • Capital Product: To be considered within the Empty Timeline, a number must have a capital product that demonstrates its existence within this framework. This axiom ensures that the number adheres to the rules governing the Empty Timeline.
  • Hyper-Existence: The concept of hyper-existence involves a state of ultimate existence that integrates all forms of reality and fiction. It reflects a state where traditional logical boundaries are transcended, embodying a level of existence that surpasses conventional understanding.
  • Branch Inclusion: For a number to be part of the Empty Timeline, it must include all necessary logical branches that adhere to the axioms. This ensures that the number is robust and aligns with the theoretical framework.
  • Zero Relationships: In the Empty Timeline, all relationships are reduced to zero, reflecting a state where traditional interactions between numbers and reality are nullified.
  • Absolute Infinity Logic: The Empty Timeline must incorporate Absolute Infinity logic, representing a level of infinity that exceeds all conventional limits. This axiom ensures that the numbers within this framework are truly beyond comprehension.

Compared to other fictional number systems, the Empty Timeline stands out due to its integration of transcendence and hyper-existence.

Entries[]

  1. Aperix: Aperix emerged as a refinement of Aperdinal+ logic within Fictional Googology that combines Aperdinal+ logic into a unified system.
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