Block 06 Statement
This entry defines how coherence is reconstructed across transitions and establishes the minimum thresholds required for continuity to remain admissible.
Coherence is not assumed.
It must be re-established at every state boundary.
Coherence Definition
Coherence is the simultaneous satisfiability of:
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identity preservation,
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meaning integrity,
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traceability,
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consequence monotonicity.
Failure of any component constitutes coherence loss.
Reconstruction Rule
After any admissible transition:
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coherence must be reconstructable from observable structure,
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reconstruction must not require interpretation,
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reconstruction must complete within bounded effort.
If reconstruction fails, the transition is invalid.
Threshold Requirement
A transition meets the coherence threshold only if:
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all Constitutional invariants are satisfied concurrently,
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MLP is observable at the post-transition state,
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at least one return vector remains valid.
Thresholds are binary: met or not met.
Degradation Handling
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Partial coherence is inadmissible.
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Deferred reconstruction is inadmissible.
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Narrative justification of coherence loss is inadmissible.
Scope of Authority
This block governs:
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post-transition validation,
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coherence checks,
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admissibility enforcement.
It does not:
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redefine invariants (Constitution),
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redefine geometry (Block 01),
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assert proof (Block 02).
Immutability Clause
This Block 06 entry is immutable once posted.
Any refinement must be introduced as a new Block 06 entry with a higher sequence number.
Closure
This entry establishes coherence reconstruction as a required, non-interpretive gate for all continuity-preserving transitions.
