Canonum De Lex Naturae | Canons of Natural Law | Article 05-Existence and Paradox



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	II. Small Object Axioms
	2.1 Foundation Axioms
	Article 05- Existence and Paradox
	Canon 314
	The axioms within the Class of Natural Law of Existence are:
	1. The axiom class of EXISTENCE is derived from the existence of Can.300-(Unique Collective Awareness) , Can.301-(Universal Law), Can.302-(Intention) , Can.303-(EIKOS), Can.304-(Object) , Can.305-(Co-Dependence), Can.306-(Specialization) , Can.307-(GEOLEX) , Can.308-(Awareness of Position) , Can.309-(Neighbours) , Can.310-(Position) , Can.311-(Motion) , Can.312-(Conservation) and Can.313-(Limit).
	2. EXISTENCE is (1) an observer and (2) an OBJECT observed.
	3. EXISTENCE depends upon the existence of both concepts (observer and observed) together in an active relationship.
	4. EXISTENCE depends upon RULES and MATTER.
	5. MATTER without RULES cannot EXIST in REALITY. Therefore RULES without MATTER cannot exist in REALITY.
	6. RULES without MATTER EXIST only as a CONCEPT (as a THEORY).
	7. RULES are equivalent to Unique Collective Awareness. Therefore MATTER is equivalent to a SINGULAR OBJECT.
	8. RULES of EXISTENCE are equivalent to the THREE HUNDRED and SIXTY (360) axiom SETS of the UCA MODEL as defined here. Therefore RULES are equivalent to the UCA MODEL.
	9. A DREAM is equivalent to RULES and MATTER EXIST in REALITY plus RULES without MATTER EXIST in THEORY.
	10. EXISTANCE is equivalent to a DREAM.

	Canon 315
	The axioms within the Class of Natural Law of PARADOX are:
	1. The axiom class of PARADOX is derived from the existence of Can.314-(Existence).
	2. A paradox has the form A implies not-A, and not A implies A.
	3. For 1 plus 1 to equal 2, 1 must equal 1. Therefore the definition of 1 equalling must be valid to infinity. Therefore 1 is never completely 1.
	4. The paradox exists for everything 1 and less and everything 0 and greater.
	5. The AWARENESS of an OBJECT is equivalent to the application of RULES to MATTER. Therefore EXISTENCE is equivalent to a PARADOX.


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