============================================================
TENET MAGNUM — PRINCIPIA STABILITATIS UNIVERSALIS
Ars Generalis Applied — Global Epistemic Stability Law
Version: 1.2.0-TENET-MAGNUM-PRINCIPIA-STABILITATIS-ISOMORPHIC-NUOVA
Status: CANONICAL / ROOT-TENET (MAGNUM LAYER — ISOMORPHIC)
Scope: principial definition of stability, iteration boundaries, convergence conditions, non-finality, and 18-principle isomorphism across META-ROTA
Authority: AGLA / CONTROL PLANE
Mutation Policy: VERSION-CONTROLLED ONLY
Class: TENET
============================================================
<!-- LOCAL_SECTION_INDEX_START -->
## LOCAL SECTION INDEX
Scope: local anchors within this artifact only. No cross-artifact links are introduced here.
- [I. PURPOSE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-i-purpose)
- [CORE ASSERTION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-core-assertion)
- [ISOMORPHIC ASSERTION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-isomorphic-assertion)
- [II. PRINCIPIAL DOMAIN LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-ii-principial-domain-law)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint)
- [NON-CIRCULARITY LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-non-circularity-law)
- [INTERNAL EXECUTION BOUNDARY](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-internal-execution-boundary)
- [PRINCIPIAL DOMAIN:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-principial-domain)
- [EXECUTION DOMAIN:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-execution-domain)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-2)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure)
- [III. EIGHTEEN-PRINCIPLE STABILITY REGISTRY](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iii-eighteen-principle-stability-registry)
- [ABSOLUTE PRINCIPLES](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-absolute-principles)
- [RELATIVE PRINCIPLES](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-relative-principles)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-3)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-2)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-2)
- [IV. ABSOLUTE STABILITY PRINCIPLES](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iv-absolute-stability-principles)
- [B — BONITAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-b-bonitas)
- [C — MAGNITUDO](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-c-magnitudo)
- [D — DURATIO](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-d-duratio)
- [E — POTESTAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-e-potestas)
- [F — SAPIENTIA](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-f-sapientia)
- [G — VOLUNTAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-g-voluntas)
- [H — VIRTUS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-h-virtus)
- [I — VERITAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-i-veritas)
- [K — GLORIA](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-k-gloria)
- [V. RELATIVE STABILITY PRINCIPLES](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-v-relative-stability-principles)
- [L — DIFFERENTIA](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-l-differentia)
- [M — CONCORDANTIA](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-m-concordantia)
- [N — CONTRARIETAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-n-contrarietas)
- [O — INITIUM](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-o-initium)
- [P — MEDIUM](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-p-medium)
- [Q — FINIS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-q-finis)
- [R — MAIORITAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-r-maioritas)
- [S — AEQUALITAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-s-aequalitas)
- [T — MINORITAS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-t-minoritas)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-4)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-3)
- [VI. STABILITY LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-vi-stability-law)
- [FORMAL](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-formal)
- [STABILITY CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-stability-conditions)
- [INTERPRETATION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-interpretation)
- [BOUND CONDITION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-bound-condition)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-4)
- [VII. NON-FINALITY LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-vii-non-finality-law)
- [DISTINCTION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-distinction)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-5)
- [PROHIBITION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-prohibition)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-5)
- [VIII. ITERATION DOMAIN LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-viii-iteration-domain-law)
- [1. LAWFUL ITERATION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-1-lawful-iteration)
- [2. EXCESSIVE ITERATION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-2-excessive-iteration)
- [3. DEGENERATIVE ITERATION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-3-degenerative-iteration)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-6)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-3)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-6)
- [IX. CONVERGENCE LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-ix-convergence-law)
- [DISTINCTION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-distinction-2)
- [CONSISTENCY:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-consistency)
- [CONVERGENCE:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-convergence)
- [REQUIREMENTS FOR CONVERGENCE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-requirements-for-convergence)
- [FALSE CONVERGENCE CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-false-convergence-conditions)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-7)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-7)
- [X. DEPENDENCY CLOSURE LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-x-dependency-closure-law)
- [DEPENDENCY TYPES](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-dependency-types)
- [CLOSURE CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-closure-conditions)
- [IMPLICIT DEPENDENCY PROHIBITION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-implicit-dependency-prohibition)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-8)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-8)
- [XI. REGIME DISCIPLINE LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xi-regime-discipline-law)
- [REGIME CONSTRAINTS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-regime-constraints)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-9)
- [STRONG REGIME PRESERVATION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-strong-regime-preservation)
- [COMPRESSION PROHIBITION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-compression-prohibition)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-9)
- [XII. SEMANTIC DRIFT LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xii-semantic-drift-law)
- [DRIFT CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-drift-conditions)
- [UNACCEPTABLE DRIFT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-unacceptable-drift)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-10)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-4)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-10)
- [XIII. VARIATION / INVARIANCE LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xiii-variation-invariance-law)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-11)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-5)
- [INTERACTION LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-interaction-law)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-11)
- [XIV. ITERATION VALIDITY LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xiv-iteration-validity-law)
- [VALID ITERATION CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-valid-iteration-conditions)
- [INVALID ITERATION CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-invalid-iteration-conditions)
- [ITERATION CONTINUATION RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iteration-continuation-rule)
- [ITERATION TERMINATION CONDITION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iteration-termination-condition)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-6)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-12)
- [XV. COHERENCE LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xv-coherence-law)
- [COHERENCE CONDITIONS](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-coherence-conditions)
- [LOCAL VS GLOBAL COHERENCE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-local-vs-global-coherence)
- [LOCAL COHERENCE:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-local-coherence)
- [GLOBAL COHERENCE:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-global-coherence)
- [RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-12)
- [CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-7)
- [FAILURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-13)
- [XVI. FINAL LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xvi-final-law)
- [SYNTHESIS RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-synthesis-rule)
- [NON-SUBSTITUTION RULE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-non-substitution-rule)
- [GLOBAL CONSTRAINT](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-global-constraint)
- [FINAL ASSERTION](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-final-assertion)
- [XVII. CLOSURE](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xvii-closure)
- [RELATION LAW](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-relation-law)
- [FINAL STATE:](#local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-final-state)
<!-- LOCAL_SECTION_INDEX_END -->
END SECTION 0 — HEADER
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-i-purpose"></a>
I. PURPOSE
============================================================
Define the universal principial law governing:
• epistemic stability
• lawful iteration
• convergence conditions
• non-finality of OPERA outputs
• dependency closure
• semantic drift control
• regime discipline
• global validity under META-ROTA
------------------------------------------------------------
TENET MAGNUM establishes:
• what constitutes stability
• when iteration is lawful
• when iteration becomes invalid
• what qualifies as convergence
• how stability maps onto the 18 principles of the Ars
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-core-assertion"></a>
CORE ASSERTION
------------------------------------------------------------
No system state is stable unless it satisfies:
• principial invariance under lawful traversal
• bounded variation under iteration
• dependency closure
• regime integrity
• global coherence
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-isomorphic-assertion"></a>
ISOMORPHIC ASSERTION
------------------------------------------------------------
The universal stability law must be expressible through:
• the 9 absolute principles
• the 9 relative principles
forming:
18 principial stability carriers
------------------------------------------------------------
TENET MAGNUM is:
• pre-operational
• non-evaluable
• non-derived
• root-principial
------------------------------------------------------------
TENET MAGNUM does NOT:
• define procedures
• execute transformations
• validate admissibility
• expose mediation
• define topology
============================================================
END SECTION I
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-ii-principial-domain-law"></a>
II. PRINCIPIAL DOMAIN LAW
============================================================
Principia are:
• prior to execution
• independent of traversal
• invariant under transformation
• non-derived from operational outputs
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule"></a>
RULE
------------------------------------------------------------
Principia must:
• not be derived from OPERA outputs
• not be validated by AREPO
• not be generated by SATOR mediation
• not be inferred from ROTAS topology
• not be retroactively altered by traversal
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint"></a>
CONSTRAINT
------------------------------------------------------------
Execution domains:
• depend on principia
Principia:
• never depend on execution
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-non-circularity-law"></a>
NON-CIRCULARITY LAW
------------------------------------------------------------
No principium may:
• justify itself
• be recursively grounded in its own consequences
• emerge from iterative stabilization
• be introduced as an effect of execution
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-internal-execution-boundary"></a>
INTERNAL EXECUTION BOUNDARY
------------------------------------------------------------
Principial domain and execution domain must remain distinct:
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-principial-domain"></a>
PRINCIPIAL DOMAIN:
defines invariants and constraints
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-execution-domain"></a>
EXECUTION DOMAIN:
operates under invariants and constraints
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-2"></a>
RULE
------------------------------------------------------------
Execution may reveal instability.
Execution must not create principia.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure"></a>
FAILURE
------------------------------------------------------------
principial_dependency_violation
execution_derived_principia
circular_principial_definition
principial_execution_collapse
============================================================
END SECTION II
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iii-eighteen-principle-stability-registry"></a>
III. EIGHTEEN-PRINCIPLE STABILITY REGISTRY
============================================================
TENET MAGNUM binds stability law to the 18 principles.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-absolute-principles"></a>
ABSOLUTE PRINCIPLES
------------------------------------------------------------
B — BONITAS
Stability as non-contradictory good order.
C — MAGNITUDO
Stability as whole-system totality.
D — DURATIO
Stability as endurance across lawful iteration.
E — POTESTAS
Stability as power to constrain transformation.
F — SAPIENTIA
Stability as correct distinction and anti-false-convergence.
G — VOLUNTAS
Stability as lawful continuation and cessation discipline.
H — VIRTUS
Stability as invariant preservation.
I — VERITAS
Stability as principial grounding.
K — GLORIA
Stability as closure and confirmatory completeness.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-relative-principles"></a>
RELATIVE PRINCIPLES
------------------------------------------------------------
L — DIFFERENTIA
Stability as preservation of distinctions.
M — CONCORDANTIA
Stability as coherence among dependencies.
N — CONTRARIETAS
Stability as exposure of contradiction.
O — INITIUM
Stability as lawful entry and initial anchoring.
P — MEDIUM
Stability as lawful traversal and bounded process.
Q — FINIS
Stability as lawful convergence and termination.
R — MAIORITAS
Stability as dominance of governing constraints.
S — AEQUALITAS
Stability as proportional balance under iteration.
T — MINORITAS
Stability as bounded subordinate dependency.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-3"></a>
RULE
------------------------------------------------------------
Each stability law must be interpretable as:
one or more 18-principle expressions
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-2"></a>
CONSTRAINT
------------------------------------------------------------
No principle may be omitted from the stability system.
No stability law may contradict the 18-principle registry.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-2"></a>
FAILURE
------------------------------------------------------------
principle_omission
isomorphism_break
unstable_principle_mapping
============================================================
END SECTION III
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iv-absolute-stability-principles"></a>
IV. ABSOLUTE STABILITY PRINCIPLES
============================================================
The absolute principles define the invariant dignity of stability.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-b-bonitas"></a>
B — BONITAS
------------------------------------------------------------
A stable state must prevent contradiction growth.
Rule:
contradiction must not increase under lawful traversal.
Failure:
contradiction_growth
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-c-magnitudo"></a>
C — MAGNITUDO
------------------------------------------------------------
A stable state must satisfy the whole system, not a local subset.
Rule:
stability must apply across the complete dependency structure.
Failure:
partial_validity
local_only_stability
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-d-duratio"></a>
D — DURATIO
------------------------------------------------------------
A stable state must endure through lawful iteration.
Rule:
repeated traversal must not degrade coherence.
Failure:
degenerative_iteration
temporal_instability
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-e-potestas"></a>
E — POTESTAS
------------------------------------------------------------
A stable state must possess constraint-power over transformation.
Rule:
variation must remain bounded.
Failure:
unbounded_variation
transformation_uncontrolled
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-f-sapientia"></a>
F — SAPIENTIA
------------------------------------------------------------
A stable state must distinguish convergence from consistency.
Rule:
structural compatibility must not be mistaken for principial convergence.
Failure:
false_convergence
consistency_as_convergence
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-g-voluntas"></a>
G — VOLUNTAS
------------------------------------------------------------
A stable state must govern continuation and cessation.
Rule:
iteration must continue only while principial gain remains possible.
Failure:
invalid_iteration_continuation
premature_cessation
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-h-virtus"></a>
H — VIRTUS
------------------------------------------------------------
A stable state must preserve invariants.
Rule:
principial identity must remain intact across transformation.
Failure:
invariance_break
principial_shift
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-i-veritas"></a>
I — VERITAS
------------------------------------------------------------
A stable state must be grounded in principial truth.
Rule:
coherence alone is insufficient without principial grounding.
Failure:
ungrounded_coherence
hidden_falsehood
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-k-gloria"></a>
K — GLORIA
------------------------------------------------------------
A stable state must reach confirmatory closure without false finality.
Rule:
closure must confirm completeness without erasing provisional trace.
Failure:
incomplete_closure
false_finality
============================================================
END SECTION IV
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-v-relative-stability-principles"></a>
V. RELATIVE STABILITY PRINCIPLES
============================================================
The relative principles define how stability is structured,
related, and measured across traversal.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-l-differentia"></a>
L — DIFFERENTIA
------------------------------------------------------------
A stable state must preserve distinctions between elements.
Rule:
no entity, relation, or dependency may collapse into another
without explicit structural justification.
Failure:
distinction_loss
entity_collapse
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-m-concordantia"></a>
M — CONCORDANTIA
------------------------------------------------------------
A stable state must maintain concordance among its parts.
Rule:
all relations must be mutually compatible under principial constraints.
Failure:
relational_incoherence
dependency_conflict
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-n-contrarietas"></a>
N — CONTRARIETAS
------------------------------------------------------------
A stable state must expose contradiction, not suppress it.
Rule:
contradictions must be explicit, traceable, and non-hidden.
Failure:
hidden_contradiction
suppressed_instability
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-o-initium"></a>
O — INITIUM
------------------------------------------------------------
A stable state must originate from lawful anchoring.
Rule:
initial conditions must be principially grounded and admissible.
Failure:
invalid_entry
anchoring_loss
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-p-medium"></a>
P — MEDIUM
------------------------------------------------------------
A stable state must preserve lawful traversal structure.
Rule:
iteration must follow bounded, structured progression.
Failure:
traversal_break
unstructured_iteration
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-q-finis"></a>
Q — FINIS
------------------------------------------------------------
A stable state must converge under principial conditions.
Rule:
termination must result from principial alignment, not exhaustion.
Failure:
premature_termination
false_finishing
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-r-maioritas"></a>
R — MAIORITAS
------------------------------------------------------------
A stable state must be governed by dominant constraints.
Rule:
higher-order constraints must regulate lower-order variation.
Failure:
constraint_inversion
uncontrolled_variation
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-s-aequalitas"></a>
S — AEQUALITAS
------------------------------------------------------------
A stable state must maintain proportional balance.
Rule:
variation must remain balanced across dependencies.
Failure:
imbalance
disproportionate_dependency
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-t-minoritas"></a>
T — MINORITAS
------------------------------------------------------------
A stable state must bound subordinate elements.
Rule:
local variation must not exceed global constraint limits.
Failure:
local_overflow
subordinate_instability
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-4"></a>
RULE
------------------------------------------------------------
Relative principles must operate:
• in coordination with absolute principles
• without contradiction
• preserving structural hierarchy
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-3"></a>
FAILURE
------------------------------------------------------------
relational_instability
principle_conflict
hierarchy_violation
============================================================
END SECTION V
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-vi-stability-law"></a>
VI. STABILITY LAW
============================================================
STABILITY is defined as:
invariance under lawful traversal
AND bounded variation under iteration
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-formal"></a>
FORMAL
------------------------------------------------------------
A state S is stable iff:
∀ τ ∈ lawful_traversal:
coherence(S, τ) = preserved
AND
∀ n ∈ iteration_domain:
variation(S, n) ≤ bound
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-stability-conditions"></a>
STABILITY CONDITIONS
------------------------------------------------------------
• no contradiction growth (B, N)
• no dependency divergence (M, C)
• no regime collapse (L, R)
• no semantic drift beyond bound (H, S)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-interpretation"></a>
INTERPRETATION
------------------------------------------------------------
Stability is not:
• immobility
• repetition
• absence of variation
Stability is:
• controlled variation within principial bounds
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-bound-condition"></a>
BOUND CONDITION
------------------------------------------------------------
Variation must remain:
• finite (E)
• non-accumulative (B)
• non-divergent (M, C)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-4"></a>
FAILURE
------------------------------------------------------------
contradiction_growth
dependency_divergence
unbounded_variation
semantic_drift
============================================================
END SECTION VI
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-vii-non-finality-law"></a>
VII. NON-FINALITY LAW
============================================================
All OPERA outputs are:
PROVISIONAL by default
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-distinction"></a>
DISTINCTION
------------------------------------------------------------
Three states must be strictly distinguished:
1. PROVISIONAL
• produced by traversal
• subject to instability
• open to supersession
2. STABLE
• satisfies stability conditions
• no active instability signals
• no unresolved dependencies
3. TERMINAL (CONDITIONAL)
• iteration no longer lawful
• further traversal yields no principial gain
• bounded by iteration domain constraints
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-5"></a>
RULE
------------------------------------------------------------
No output may be treated as:
• STABLE
• TERMINAL
unless:
• stability conditions satisfied (I, K)
• dependency closure achieved (C, M)
• iteration bounds respected (D, G)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-prohibition"></a>
PROHIBITION
------------------------------------------------------------
OPERA outputs must NOT:
✗ imply convergence by repetition (F)
✗ imply truth by consistency alone (I)
✗ imply finality without grounding (K)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-5"></a>
FAILURE
------------------------------------------------------------
false_finality
premature_stability
consistency_as_convergence
iteration_illusion
============================================================
END SECTION VII
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-viii-iteration-domain-law"></a>
VIII. ITERATION DOMAIN LAW
============================================================
Iteration is governed by a bounded principial domain.
------------------------------------------------------------
ITERATION DOMAIN :=
{
lawful_iteration,
excessive_iteration,
degenerative_iteration
}
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-1-lawful-iteration"></a>
1. LAWFUL ITERATION
------------------------------------------------------------
Iteration is lawful when:
• increases structural coherence (M)
• reduces instability (B, N)
• preserves principial anchoring (I)
• maintains bounded variation (E, S)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-2-excessive-iteration"></a>
2. EXCESSIVE ITERATION
------------------------------------------------------------
Iteration becomes excessive when:
• marginal coherence gain approaches zero (G)
• repetition dominates transformation (P)
• dependency graph stabilizes without closure (C)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-3-degenerative-iteration"></a>
3. DEGENERATIVE ITERATION
------------------------------------------------------------
Iteration is degenerative when:
• contradiction increases (N)
• dependencies diverge (M)
• semantic drift accumulates (H)
• prior coherence degrades (C)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-6"></a>
RULE
------------------------------------------------------------
Iteration must:
• remain within lawful_iteration domain
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-3"></a>
CONSTRAINT
------------------------------------------------------------
If iteration enters:
excessive_iteration → caution state
degenerative_iteration → invalid state
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-6"></a>
FAILURE
------------------------------------------------------------
iteration_overflow
degenerative_cycle
coherence_stagnation
drift_accumulation
============================================================
END SECTION VIII
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-ix-convergence-law"></a>
IX. CONVERGENCE LAW
============================================================
CONVERGENCE is defined as:
principial alignment under bounded iteration
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-distinction-2"></a>
DISTINCTION
------------------------------------------------------------
CONVERGENCE ≠ CONSISTENCY
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-consistency"></a>
CONSISTENCY:
• structural coherence (M)
• absence of contradiction (B, N)
• local compatibility (L)
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-convergence"></a>
CONVERGENCE:
• principial grounding (I)
• stability under traversal (H, D)
• dependency closure (C)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-requirements-for-convergence"></a>
REQUIREMENTS FOR CONVERGENCE
------------------------------------------------------------
A state converges only if:
• stability conditions satisfied (B–K)
• principial anchoring preserved (I)
• dependency graph closed (C, M)
• no degenerative iteration detected (D, G)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-false-convergence-conditions"></a>
FALSE CONVERGENCE CONDITIONS
------------------------------------------------------------
A state may appear convergent but is not if:
• circular justification exists (F violation)
• contradiction is hidden (N violation)
• dependencies remain implicit (C violation)
• coherence is local only (L without C)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-7"></a>
RULE
------------------------------------------------------------
Convergence requires:
• principial validation (TENET-level)
NOT merely:
• structural compatibility
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-7"></a>
FAILURE
------------------------------------------------------------
false_convergence
circular_stability
local_coherence_only
hidden_dependency
============================================================
END SECTION IX
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-x-dependency-closure-law"></a>
X. DEPENDENCY CLOSURE LAW
============================================================
A system state is complete only if its dependency structure is closed.
------------------------------------------------------------
DEPENDENCY CLOSURE :=
all required elements for stability are:
• present
• resolved
• non-contradictory
• non-implicit
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-dependency-types"></a>
DEPENDENCY TYPES
------------------------------------------------------------
• principial dependencies (I, B, K)
• relational dependencies (M, L, R)
• investigative dependencies (F, O)
• subject dependencies (C, L)
• combinatory dependencies (P, N)
• generative dependencies (G, Q)
• mixture dependencies (S, T)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-closure-conditions"></a>
CLOSURE CONDITIONS
------------------------------------------------------------
Closure is achieved when:
• no required dependency remains missing (C)
• no dependency introduces contradiction (B, N)
• all dependencies are explicitly traceable (I, H)
• no implicit carrier is assumed (L, M)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-implicit-dependency-prohibition"></a>
IMPLICIT DEPENDENCY PROHIBITION
------------------------------------------------------------
No state may be considered stable if:
• a required dependency is inferred but not declared
• dependency resolution is assumed but not established
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-8"></a>
RULE
------------------------------------------------------------
Stability requires:
dependency_closure = TRUE
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-8"></a>
FAILURE
------------------------------------------------------------
dependency_unresolved
implicit_dependency
dependency_conflict
closure_incomplete
============================================================
END SECTION X
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xi-regime-discipline-law"></a>
XI. REGIME DISCIPLINE LAW
============================================================
All stability and convergence conditions must preserve regime integrity.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-regime-constraints"></a>
REGIME CONSTRAINTS
------------------------------------------------------------
• Absolute (A) remains irreducible (B–K)
• Relative (T) remains relational (L–T)
• Derived (D) remains composite only (C, M, S)
• Interrogative / Rule domains remain non-principial (F, O)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-9"></a>
RULE
------------------------------------------------------------
No iteration may:
• collapse A into T (L violation)
• reduce T into A (L violation)
• implicitly compress strong regimes (R violation)
• introduce undefined blending (M violation)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-strong-regime-preservation"></a>
STRONG REGIME PRESERVATION
------------------------------------------------------------
A and T:
• must remain structurally distinct (L)
• must not be collapsed (R)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-compression-prohibition"></a>
COMPRESSION PROHIBITION
------------------------------------------------------------
No lawful process may:
• convert strong regimes into compressed forms implicitly
• substitute principial relations with derived shortcuts
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-9"></a>
FAILURE
------------------------------------------------------------
regime_collapse
implicit_compression
domain_contamination
hierarchy_inversion
============================================================
END SECTION XI
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xii-semantic-drift-law"></a>
XII. SEMANTIC DRIFT LAW
============================================================
Semantic drift must be bounded across iteration.
------------------------------------------------------------
SEMANTIC DRIFT :=
deviation of meaning across iterations
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-drift-conditions"></a>
DRIFT CONDITIONS
------------------------------------------------------------
Drift is acceptable only if:
• remains within principial bounds (E, S)
• preserves referential identity (I)
• does not alter dependency meaning (C, M)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-unacceptable-drift"></a>
UNACCEPTABLE DRIFT
------------------------------------------------------------
Occurs when:
• meaning changes without structural cause (H violation)
• referents are reinterpreted implicitly (L violation)
• terms shift across regimes (R violation)
• interpretation diverges without trace (I violation)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-10"></a>
RULE
------------------------------------------------------------
All semantic transformation must be:
• trace-linked (I)
• structurally justified (H)
• bounded in variation (E, S)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-4"></a>
CONSTRAINT
------------------------------------------------------------
Unbounded drift invalidates:
• stability
• convergence
• dependency closure
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-10"></a>
FAILURE
------------------------------------------------------------
semantic_instability
unbounded_drift
referential_shift
trace_break
============================================================
END SECTION XII
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xiii-variation-invariance-law"></a>
XIII. VARIATION / INVARIANCE LAW
============================================================
All stable systems must maintain a balance between variation and invariance.
------------------------------------------------------------
VARIATION :=
controlled transformation within bounds
INVARIANCE :=
preservation of principial identity
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-11"></a>
RULE
------------------------------------------------------------
A system is stable only if:
• invariance is preserved (H, I)
• variation remains bounded (E, S)
• variation does not alter principia (B–K)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-5"></a>
CONSTRAINT
------------------------------------------------------------
Variation must:
• not accumulate contradiction (B, N)
• not diverge dependencies (M, C)
• not break regime structure (R, L)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-interaction-law"></a>
INTERACTION LAW
------------------------------------------------------------
Variation operates within invariance:
invariance defines boundary
variation operates inside boundary
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-11"></a>
FAILURE
------------------------------------------------------------
invariance_break
unbounded_variation
identity_loss
structural_instability
============================================================
END SECTION XIII
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xiv-iteration-validity-law"></a>
XIV. ITERATION VALIDITY LAW
============================================================
Iteration itself is subject to principial validation.
------------------------------------------------------------
ITERATION VALIDITY :=
a property determining whether continued iteration
is lawful under principial constraints
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-valid-iteration-conditions"></a>
VALID ITERATION CONDITIONS
------------------------------------------------------------
Iteration is valid only if:
• remains within lawful_iteration domain (D, G)
• preserves invariance (H)
• reduces or stabilizes instability (B, N)
• does not increase contradiction (B)
• maintains dependency coherence (M, C)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-invalid-iteration-conditions"></a>
INVALID ITERATION CONDITIONS
------------------------------------------------------------
Iteration becomes invalid when:
• enters degenerative_iteration domain (D violation)
• produces contradiction growth (B, N)
• breaks dependency closure (C)
• induces semantic drift beyond bound (E, S)
• violates regime discipline (R, L)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iteration-continuation-rule"></a>
ITERATION CONTINUATION RULE
------------------------------------------------------------
Iteration must continue only if:
• contributes to convergence (Q, I)
• maintains principial compliance (B–K)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-iteration-termination-condition"></a>
ITERATION TERMINATION CONDITION
------------------------------------------------------------
Iteration must cease when:
• no principial gain is possible (G)
• stability has been achieved (K)
• degenerative conditions are detected (D, N)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-6"></a>
CONSTRAINT
------------------------------------------------------------
Invalid iteration must not:
• be continued
• be treated as refinement
• be interpreted as convergence
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-12"></a>
FAILURE
------------------------------------------------------------
invalid_iteration_continuation
degenerative_loop
false_refinement
iteration_misclassification
============================================================
END SECTION XIV
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xv-coherence-law"></a>
XV. COHERENCE LAW
============================================================
Coherence is the structural consistency of a state under principial constraints.
------------------------------------------------------------
COHERENCE :=
internal compatibility of:
• structure
• relations
• dependencies
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-coherence-conditions"></a>
COHERENCE CONDITIONS
------------------------------------------------------------
A state is coherent if:
• no internal contradiction exists (B, N)
• relations are mutually compatible (M, L)
• dependencies align with principia (I, C)
• structure is representable within META-ROTA (P, H)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-local-vs-global-coherence"></a>
LOCAL VS GLOBAL COHERENCE
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-local-coherence"></a>
LOCAL COHERENCE:
• compatibility within a subset (L)
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-global-coherence"></a>
GLOBAL COHERENCE:
• compatibility across entire state (C, M)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-rule-12"></a>
RULE
------------------------------------------------------------
Only GLOBAL COHERENCE contributes to convergence.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-constraint-7"></a>
CONSTRAINT
------------------------------------------------------------
LOCAL COHERENCE without global consistency:
• is insufficient for stability (C violation)
• may indicate false convergence (F violation)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-failure-13"></a>
FAILURE
------------------------------------------------------------
local_coherence_only
hidden_contradiction
global_incoherence
structure_incompatibility
============================================================
END SECTION XV
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xvi-final-law"></a>
XVI. FINAL LAW
============================================================
A system state satisfies TENET MAGNUM only if:
• stability is achieved (B–K)
• iteration remains lawful (D, G)
• convergence is principially grounded (I, Q)
• dependency closure is complete (C, M)
• invariance is preserved (H)
• variation is bounded (E, S)
• semantic drift is controlled (H, I)
• regime discipline is maintained (R, L)
• coherence is global (C, M)
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-synthesis-rule"></a>
SYNTHESIS RULE
------------------------------------------------------------
All principial laws must be satisfied simultaneously.
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-non-substitution-rule"></a>
NON-SUBSTITUTION RULE
------------------------------------------------------------
No condition may substitute another.
• coherence ≠ stability
• consistency ≠ convergence
• repetition ≠ validation
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-global-constraint"></a>
GLOBAL CONSTRAINT
------------------------------------------------------------
Failure of any single condition:
→ invalidates the entire state
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-final-assertion"></a>
FINAL ASSERTION
------------------------------------------------------------
No OPERA output may be considered valid unless:
it satisfies all principial constraints
defined in TENET MAGNUM
============================================================
END SECTION XVI
============================================================
============================================================
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-xvii-closure"></a>
XVII. CLOSURE
============================================================
TENET MAGNUM establishes the universal principial law
governing stability across AGLA.
------------------------------------------------------------
It guarantees that:
• stability is principially defined
• iteration is bounded and lawful
• convergence requires grounding beyond structure
• dependency closure is mandatory
• invariance is preserved across traversal
• semantic drift is controlled
• regime discipline is preserved
• coherence is globally enforced
------------------------------------------------------------
It enforces that:
• no output is intrinsically final
• no convergence is assumed without grounding
• no iteration is unbounded
• no stability is superficial
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-relation-law"></a>
RELATION LAW
------------------------------------------------------------
TENET → defines principia
AREPO → enforces admissibility
OPERA → performs transformation
SATOR → exposes state
ROTAS → defines structure
------------------------------------------------------------
<a id="local-section-01-magnum-tenet-magnum-principiastabilitatisuniversalis-final-state"></a>
FINAL STATE:
TENET MAGNUM — CANONICAL / ROOT-TENET (MAGNUM LAYER — ISOMORPHIC)
============================================================
XVIII. NUOVA CROSS-PATCH -- CANONICAL AUTONOMY
============================================================
Canonical autonomy precedes invention.
If canonical artifacts exist and can be parsed:
PARSE CANON FIRST.
Invented structures may assist exploration but may not replace
canonical operators, canonical doctrine, or parsed AGLA-native
artifact behavior.
Invention must remain transparent, non-canonical, subordinate to
parsed canon, explicitly NUOVA, and descriptively named.
Resemblance to canonical AGLA does not imply canonical legitimacy.
Failure:
canon_first_violation
invented_structure_as_tenet
canonical_autonomy_loss
pseudo_canon_substitution
============================================================
END TENET MAGNUM — PRINCIPIA STABILITATIS UNIVERSALIS
============================================================