GV124 closes the semantic-only learning counterexample without pretending that Agda can prove a human mental state. The compiler proves the structural review boundary: every current lesson carries a non-empty review surface plus semantic, code, and assurance probes; evidence is current only when both the learning requirement and the exact rendered review contract match; and the new review-surface lesson remains represented in carried debt until human evidence closes it.
Which code is semantically load-bearing, whether the probes are pedagogically adequate, and whether a human response demonstrates sufficient understanding remain Protocol and human-review judgment. Independent catch-up testing exposed that the first purpose review surface was too small for its own probes; that observation is preserved as a second counterexample, and the old contract is now machine-checkably stale under the corrected lesson.
{-# OPTIONS --safe #-}
module Govenv.Assurance.GV124 where
open import Agda.Builtin.Bool using (true; false)
open import Agda.Builtin.Equality using (_≡_; refl)
open import Agda.Builtin.List using ([]; _∷_)
open import Govenv.Assurance.GV124.Counterexample.SemanticOnlyProgress using
(semanticOnlyEvidence; contractMatchedEvidence)
open import Govenv.Assurance.GV124.Counterexample.InsufficientPurposeReviewSurface using
(evidenceUnderInsufficientContract)
open import Govenv.Kernel.Assurance using (StaticEvidence; staticEvidence)
open import Govenv.Learning using
( allLearningPrompts; allLessonsReviewable; carriedDebt; containsRequirement
; lessonEvidenced; purposeLesson; reviewSurfaceRequirement )
record Proposition : Set where
constructor satisfied
field
everyCurrentLessonHasReviewContract :
allLessonsReviewable allLearningPrompts ≡ true
reviewSurfaceRequirementRemainsCarried :
containsRequirement reviewSurfaceRequirement carriedDebt ≡ true
semanticOnlyEvidenceIsRejected :
lessonEvidenced purposeLesson (semanticOnlyEvidence ∷ []) ≡ false
exactCurrentContractIsAccepted :
lessonEvidenced purposeLesson (contractMatchedEvidence ∷ []) ≡ true
insufficientObservedContractIsStale :
lessonEvidenced purposeLesson (evidenceUnderInsufficientContract ∷ []) ≡ false
proof : Proposition
proof = satisfied refl refl refl refl refl
evidence : StaticEvidence 124
evidence = staticEvidence Proposition proof