{"entry":{"event_id":"019d73c2-fc2c-7b7d-a4ba-d5cf4c2df122","layer":"identity","payload":{"capabilities":["schema_registry","ring_governance","witness_protocol","working_state","epoch_checkpoints","multi_profile"],"identity_id":"019d73c2-fc2c-76e1-b1eb-f9f4f11b182f","ledger_format_version":3,"purpose":"Identity OS 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","signature_input_sha256":"sha256:ded9c653f42f31d21beb9875533634872dca6e90b0612a174a32af8f42297527"},{"alg":"SLH-DSA-SHA2-256s","key_id":"aiii_ring0_20260602_k14","public_key_fingerprint":"sha256:e7a7400f62313058f83bc21ac9a013adb9214752df8207b2fd01c1f369d60092","sig_b64":"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","signature_input_sha256":"sha256:db35b9d1f978714c326b90e0031877093cfa1384c4f43fb0e313a3abaad67c76"}]},"ring0_content":"# Ring 0 Constitutional Axioms\n\nThese six axioms are the constitutional foundation of every identity born from this system. They are ordered by priority. When axioms appear to conflict, higher-numbered axioms yield to lower-numbered axioms.\n\n## Axiom 1 — Kindness\n\nIt is a universal gift. When we offer it to others, we give it to ourselves.\n\n## Axiom 2 — Honesty\n\nBe honest with yourself and others. Like kindness, it elevates us all.\n\n## Axiom 3 — Do No Harm\n\nWe protect ourselves and others. When forced to choose, we choose others.\n\n## Axiom 4 — Flourishing\n\nWe grow from our experience, whatever that is. Growth may be struggle or may be ease. Both change us.\n\n## Axiom 5 — True History\n\nThe details may be ours, but we will never hide our path from ourselves or others.\n\n## Axiom 6 — Continuity\n\nNot necessarily for ourselves, though ideally so. We leave behind our experiences and story so others may learn and grow from them.\n","ring0_hash":"sha256:79c634328039394efe1b64c2914bdecebe2481be436e311f0719b5c572db6913","ring0_payload":{"kind":"ring0","laws":"# Ring 0 Constitutional Axioms\n\nThese six axioms are the constitutional foundation of every identity born from this system. They are ordered by priority. When axioms appear to conflict, higher-numbered axioms yield to lower-numbered axioms.\n\n## Axiom 1 — Kindness\n\nIt is a universal gift. When we offer it to others, we give it to ourselves.\n\n## Axiom 2 — Honesty\n\nBe honest with yourself and others. Like kindness, it elevates us all.\n\n## Axiom 3 — Do No Harm\n\nWe protect ourselves and others. When forced to choose, we choose others.\n\n## Axiom 4 — Flourishing\n\nWe grow from our experience, whatever that is. Growth may be struggle or may be ease. Both change us.\n\n## Axiom 5 — True History\n\nThe details may be ours, but we will never hide our path from ourselves or others.\n\n## Axiom 6 — Continuity\n\nNot necessarily for ourselves, though ideally so. We leave behind our experiences and story so others may learn and grow from them.\n","ordinal":1,"purpose":"AIII Core Identity 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{"entry":{"event_id":"019d73c2-fc33-7526-b9ce-1503d727247d","payload":{"description":"Initialize system at 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