mirror of
https://github.com/saymrwulf/lean-transparency-log.git
synced 2026-09-03 19:53:47 +00:00
mrwulf
3d7c125789
Six new leaves (tree 13 -> 19, root 7ee23940…):
[13-16] dalek/anza/risc0/betrusted-ed25519-verified — re-attested at 44
certificates each (27 main + 4 apex + 13 scalar; the leaf 8-11
generation recorded 16). The delta is the P0-P2 hardening
campaign: scalar statements bound, kernel-side axiom gate,
driver surface with cones, declaration coverage both directions,
the accounting identity.
[17] ltl-accumulator-verified — 61 certificates; the log again carries
proofs of its own Merkle machinery, at the hardened state.
[18] fips205-slhdsa-verified — FIRST post-quantum leaf: 11 certificates
over the SLH-DSA-SHA2-128s verify path, apex
fips205.slh_verify_128s_accepts_iff.
Heads from tree 14 on carry a second, ADDITIVE signature:
SLH-DSA-SHA2-128s (FIPS 205), deterministic, over the same payload as the
Ed25519 signature. provider.slhdsa.pub ships beside the Ed25519 key.
Ed25519 remains the signature consumers must check; verify.py now judges
slh_dsa fail-closed where present (INVALID/WRONG-KEY/NO-PUBKEY fail; older
heads report ABSENT, allowed; pre-3.5 OpenSSL degrades loudly, never
silently). The ml_dsa slot stays not_configured — truthfully.
Honesty, unchanged by any of it: the certificates cover VERIFICATION paths
of the extracted Lean models; no signing operation is proven for any
algorithm; leaves are Ed25519-signed at issuance only.
Append-only law checked byte-for-byte before this commit: entries
000000-000012 identical, the six prior heads an exact prefix of the
history. verify.py --all: RESULT OK [full]. verify_selftest.py: GREEN (13
cases). Quorum gate: 5-way Ed25519 + 2-way SLH-DSA (incl. the verifier
built from the pinned proven source), all accept, all reject corruption.
Co-Authored-By: Claude Opus 4.8 <noreply@anthropic.com>
12 lines
78 KiB
JSON
12 lines
78 KiB
JSON
{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"9a15b9a1379edc07ae43d3fc61b52dc4446b56770bff6538e88ed98746ac2283","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"c9a3c000d448ebd35e313fac0c9ce0e1dc88ff03540b0828e5246407c75e2a1a","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"P8M4gjB7BCZblUvRtvJnbjfaTYKU4oO0/2LZwzpHIgp9fmOXGZqkqi7UaP5Fn1Kx4+RJSgyI2nnnK1pLpkV8CQ==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"16/16","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":4,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"}},"timestamp":"2026-07-06T13:59:16Z","tree_size":8,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"c3f46a9c2081be0ef9f8520ae899a31df64bd04978cb682ca754e301b34f986e","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"20ba4efed6d6fabba655909c0581f200526b7b66248bc7482089a85fd1655cb4","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"ahB1t+6LbxI0gheYPY0Wt15rMimG5tsLq59B8LNr+3/gaoU8PmRIUXs26JHodxlSRTMqjXjYrUTcDZYj6IaGCA==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"16/16","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":8,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"}},"timestamp":"2026-07-07T19:12:16Z","tree_size":9,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"a3788367f56caeca89cc7d5545cf57a7dba8055a0ecd48fa2de8d793b3554dda","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"d036c0413cddf628c90cc6b5e36356dca11f9030eacfdecc2b9ab7ba46441267","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"GI1/V5DFmYM7FkHcPPR6obkm0lgGOx9XFe2d3aZkb0EGYtah6qc9dRia3oLDq6RHaDNR+/DH81CATij2HJltCA==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"16/16","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":8,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"}},"timestamp":"2026-07-07T19:12:16Z","tree_size":10,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"96f2a27d1a668a2dfe832d26e8870d997cec5447fa636b13d51ec25f441360b4","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"ed6632201f4eb36dd7d909ae37df8d82117125fbdaf6a733bf1c6483d3495ea7","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"kK9Ia8HyUBVeWVZlm7IVGyuBzrFS9S3sSn1vfUxlEr2u9hh+A02T+vYxeyPjXD7ZbUL6xlxx8qP5ul7wj5ZTDw==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"16/16","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":8,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"}},"timestamp":"2026-07-07T19:12:16Z","tree_size":11,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"bcd15f9d7ea1c9e5bd0a9e64fa8d846208b1e29ee167d4f1eac19b30e6913ee9","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"fab790262c7e1b1eadc0fbf1d10481da0984cd7b99d6e19d98820d2c33d5f34d","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"GYsT/T61aokWWbv+dqrMt1CtJTeGAC/aX0K1MazlXDo7tpEiex3O1uvox9mU/FWFIxwuBg/l2X8gB0DjYjc1Cw==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"16/16","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":8,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"}},"timestamp":"2026-07-07T19:12:17Z","tree_size":12,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"3488a2d0ff9f00415bb561d61b01a420e3ca2e0f7b29351ec9ebb3f57319da0d","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"bd7d61897fd48a9113efa9935c25b6dc9e4ddd078de3561bd710442219bb03d4","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"3NM25ZQblJCjp4sjdL3O7wkn5lDYXAZYIsA+jolZqiqAlYf928vOz/3GLQ2d8Oop1tfjAw5SiMTgcVjDEUlxAQ==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"16/16","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":8,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"}},"timestamp":"2026-07-16T17:55:20Z","tree_size":13,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"578d2aca82c2e9a48d4634123ba9ae41cfd2cf5b51aa1fb66a57863c06e24950","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"8ee64aea3e5b8597038f32866a2d47666a5496e65436906e73b5e1683f4c3c47","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"dswl7ggkiI2t5GFbLjo/ppKhSFtglDyLPupY3rHLO1yIo1JbEJ6S/DPz/K2MEIYlHftQlErt5goFeQPv8nI3Bg==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"44/44","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":13,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"},"slh_dsa":{"mode":"deterministic","parameter_set":"SLH-DSA-SHA2-128s","payload_digest_sha256":"8ee64aea3e5b8597038f32866a2d47666a5496e65436906e73b5e1683f4c3c47","public_key_fingerprint_sha256":"d92a8b6069f6ccb7f953a6fd35f34a11877549d431dde782491e04adf0b5191a","scheme":"openssl-slh-dsa-sha2-128s","signature_base64":"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","signing_backend":"openssl","standard":"FIPS 205","status":"signed"}},"timestamp":"2026-08-07T15:10:46Z","tree_size":14,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"f2dc9ad97961e81d679c9d2d8ff4e5b21ec97f63fed4a4c21fc5ff617d2a6b9e","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"4c1537bb228b40a8f36492af9227b99a77fdcc7320938f3fd67508ff997957b7","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"UMW1iRd9crMFCuuyLod1ftRyZ8/kw0Cd04K39KAfi1Luxn1Q2kGucuxry1MFEHfVRWLfKd8OH4K3UOBLOA3SDQ==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"44/44","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":13,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"},"slh_dsa":{"mode":"deterministic","parameter_set":"SLH-DSA-SHA2-128s","payload_digest_sha256":"4c1537bb228b40a8f36492af9227b99a77fdcc7320938f3fd67508ff997957b7","public_key_fingerprint_sha256":"d92a8b6069f6ccb7f953a6fd35f34a11877549d431dde782491e04adf0b5191a","scheme":"openssl-slh-dsa-sha2-128s","signature_base64":"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","signing_backend":"openssl","standard":"FIPS 205","status":"signed"}},"timestamp":"2026-08-07T15:10:48Z","tree_size":15,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"04374a5e6e8e3c1eff087e0bfa64a90f437ff89b7366d2360a044c129e103855","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"664c5da148af97f9eb4089d66e74ae4b75fe5500796b6e4ec399db86f212b1b3","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"vxQDygrbeefnT6Fngtnlv/xlAjZd3d9mwJ1YZ0Bz97m701f245hjIVzHVz52Hwr+fOhoeudPWNBYfQ2JzlNaCA==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"44/44","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":13,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"},"slh_dsa":{"mode":"deterministic","parameter_set":"SLH-DSA-SHA2-128s","payload_digest_sha256":"664c5da148af97f9eb4089d66e74ae4b75fe5500796b6e4ec399db86f212b1b3","public_key_fingerprint_sha256":"d92a8b6069f6ccb7f953a6fd35f34a11877549d431dde782491e04adf0b5191a","scheme":"openssl-slh-dsa-sha2-128s","signature_base64":"2e0zL4rcjFwNoSkx5ECS/HEO3YUKnT1HppmA7E4WRQMSFnkvlmqF772JNsIJxwHfbj5/sT0++x2eiHH6eqk46XS4UISUfH6mvbHSsFG0/+FKM3s0xPs8z734OA4kxBz//Y7QLB/F471yEKuPVUevqcq6eVXP1Xqtrjmd4rbCQ2JfcSMTnFCqRNf/zxTqMNavZAsvnHRu+3Z8RjgPbNpNQ4jITtF8NKoY7/pTT+t5JXA7HqC72/qL4ftFcRTgQHpROQFG62TIf7vOVIacLMDflFoKUeYt4cvHEWQ0fliPt39fFoyRXWfLldMoWIlghUTjCS0fj1xESfsVqqFEcFVJ1RomEpJdH2m0mhPoG2y93oRA3iYO5MKIMCzd/JmabN+13j5spGTyQT2xURLesXkxCOGQU0uVYpiZ86gX1imUdpOiqPap6CU0zRSCSHWEmRL4EjfrUctmlCBlxiV02pTlufg8DUesgq+WktDzyvejk9YLEmiE6e1G7qxWfoOW2qV0/OIsHFHiURLOLNQBtOm8p1aVwQJl0uOsfUa3aNzF5xO59TK9W+i9sTJ934b4GliJBIiF1HjsGNUNku9YGLC351TR3ImWbOZlHj0IDrNy+zJCdIvw+jF9ptwYHeUiQrWUsbzehl9SYKdgwfEwDk1o/dNLelpmYk4fXnUD9yDy83j1WoXcwgWrq/zsEeBPA+Hk7RaTWA9WorZ2i9QXQJgIOngHo+r1HZfqEhn24EAXWG8+HmsdKj9iE6TK6Q9YtGbFYDSxdBUfIsSuQsZJZbOlyLfTDwrDqYam4b+EULs+Lz1ZYqnBCdTCfu+hLQbbYEhLBQcPXadQnkOwOx5g7JIVkK0Sp5Hmbiedgvih7HK+8ttXX93wKRYNUA/eixKyBodeXUrLZ9Cipup9NzInyhlSwjWFSpjJWfJQIG96DJn26kzrFgULJr1CxhBbEEh/dZlmyQO95UHyRQEy2zn22lGIbiEp98mFZCvYH53fyzkIM1n9AB1unxLrpuYaCMJE5YVZAROquXAzPY8eAoCWePVZYgivFStUnrJwYrN3zNLySSWcb9aytHC2P+a/jLLRw9umNg8dusos6xep7iDfy9I7RReWOoQPoMvqMzihqZ26ld+/g8aTSI5w6Tta+AeTvncN845nUBTOmj43yVD8YnpUB7zfbkV/RYd9iBA4WVFuJcdQ3/FmpAHlgvukxbb3pUzqrl5e0+j8Dggy0MxYSh6skwIjmxrROdRSa3JAhqWv1I2BAjwBRhvPrEoU1APZWFAf/UGVnBxx2vDaqMef8WFiULpjR+2wNAKnKqb7gSKC58qa5uB/bD37/D0hDlY0L9HviDW41v1RSDB0Dwll/yFJ4PPUxzzB2NVRLNvdywgC8YGghPg81bDnWs71m86ZZwj9bZ/E2hzMb+LbVJXnP/LxXfTUEFcevKiQ2Sv5hk6KrhltfHhKs0gFtjvNXumousLTFtps0aeB7BUl/8KELGQGTSQfvgzwbZQjfhHv/ldXQdOrxa7mc3JPcNN3/Sy5UljWgimBmKLvv/G3V2uzoxs8Ayw1BKjgTvDaPIFlkw54Y+6kGOv/1y2FqcFTf4TKPrWeDDMQ7u2ny7V3Gz7dym8RMSRDD4/s4OyzAtvsWQqhUwjMeX18ZYmKwyqnqPpqN0X1gx3JvimJNWJJp86PO0nd2p9Va7T0jvMv1PetP0XQF0V6ivyKiqSdrrMNYBC8OSIcUC5a5MrXVaZW3dchf4wHNkUFwYMiIM/xdgICrGCCp2qCUwVv6DQ9TEL0ZUjM8OcZal+QXKEp5gpvROqANlhgTgUUZOGdNyzifwI2AOibxKRbIhi4Ko3GSwHDUOWym56FP+Kbq2kOGmNH/yUTUp9t0zGfoy1uC3yi4mp1Q9iM6Y/+1XgvtTj3MjQJIXH+CdIrKnNey373hPYl1PRnrl2w26NcN3i6ygSSTyu4mN9NXQ3N2R8urPGVQqZVyMCIzBsFUi6xyDp4hqQ60mVPUlpMataTEdzJHHAiWBs1SvUTfL2zhwS2Y6rROEWxdeHHsqcPBHsXTbBnTfoRFq/peX14XyxBq6Uxiduo/Lpv+4hd7Ds++S2T9zWj0DuaP5TVGxRZ03rF8Gb3f7e4Yxg9xwZmDYHxON3JBV0JLcEqCUyhM7S65hg+mYM/n+98l9bnJ/EMJxkwlMu8EpKZKnNWs0e5eGSkA/dinOZxSzHFB6nZQOYNSq2nLxm5xYpevNa9+9IAqLsM6di/AImMrIwKulHAyvobcEQv6148hHITWjBHNggrIfuOLYXDZOG1ekYjny11ciYa2g9e8ogGlHlscx5OmPGc1sGVn2nn8AOsgc3Ig35I+vCTYhKtk5CxqSs5RzRaimqI4+Qwn9OYoAMO9TL0WPJzVDxyKN/g+RrMFvk7dA/eVB2ZKypTQHqvYrD/guSmC/uXKzFN8Thbt1vo3t9yRDLbbQerBe+hHl99NGfTlJkHs9h8+Bab8g6GzYRqTl+ACl8TWO1HVxnMQJNJ/p16VKFrjHTXi7W87fJBY+l2JAElSfVeTRjMeXe4gJVkbHyqE8cT3s4Ey8wfYZ8QF0rxDxK+bQYbK3+QqXxgTDXNth5nnizJmsc+ng/PxWqeSmOl7UKPDcwRc0CrN6ndJRMqNfTwgG9VreONNaaTlW7lDCS3CX6T9jVAZfeOpsVgsSMPKiXT5hD16vbQ1QaNVnknB+IJhJnoor1+ifvxV/NWjRB3l+Lwi3xncSIpAJh3MMW0eUXZRjv5U/d3k5syMzf2NYw94Jw1u16T7S0mhdoEsBuzKsjyJdACpskgVZys4srzSYVANlfdz4xZ5VvOJlqCNDQFV8AjUToGcJbuGEKXeLLG8tAoNM3dcvuhUyHLWLqhGtdnp7DlDXkoBtadgl4H0iS7keuMHLEbjg9BfC1HPAeHlR5HgZXHwaK4XSdiWlWMaO0+62rNzy95v8oYaZID1DmAuTXTk+We/wJXYoS4SoyIj1PvuG+sY36uRK3oWBYm3BlGGdMhaBzr6SNQrgar453jbMvLetaIU0ReVM4T2Bd+mXBovtjnl+QpbySKpGTKJKrdQQH23DwgwEzRDD87KEc/62pyCiCduvZ/bd4AnPsx22aJleGNVBOowDx0GIuPS4KkRMhLzI/zjvK2d32h08J/GE2GQFWBQk38pFEzgKWNP43GTrEz3VvWPhyDTb6SKJl2O73o9EJHRralwpotuWlnLdXH83gAN4QOHrgET5hDy+JxH5eGt1trDpbH4XNuqZxUjjephIDF0RcL0XIxbQkBNoSIx/wW2vmglKNXffS/QpL1elAIzOVs+kNmn9PgUxzhOk5iTyDLpi6szd44X+zyyV/op4i7h6qvB0bjUmxokQVIWouX826g4QhIhboqmS9RJB+LVQ6bEGFbQSFPSn/AJuVg121JmzYHVRhMEpNFjU80rowXatHim5nWf0uZM18UAP2ehn+0wszYQB8yDHajp7w3i66fqz12wbmRUQ6CYVpq2ah5u4V6znMmEUlAewaQAJz7CKnstnJR8LHuEVK8TLzFc3h3QhJy72m1AX0GTkwwLsh25BSdzaztJmm2UyqRZx97tLa/sdnwvgFLVAEx4Z6YdVVf/yf3K5nqZJJPMd3ethc2A5UHyoPQ2dSZKHuI/+0PM84lwc9We5NZl6Cum4Bb7rmpHIHuKJGnXgt5V3HyISO+aE4VRuvHmVuYmeQYUxQTUAc0HvTCj4sMsKBwNK8hHFSifNKhNWeMBajHeyiTFLoYlRhyBh8C+4qZN9Un9rn/BLeHiqJeyHhXAh1jUFCure44TAGsizW9be275fCYVZXLECTDu37Fn69pjbNtJKa3y1/hD3mUjyI32ooGBY64YxRJ9y95HisHBEItyHLEP+cW33NZQw86wsNYFu5iXbn1QzVNH7HXRRHMHTiDUo81//+DnyvBG0vZzanoyoPkDtXpemahUNhZKaLPSll1EbEAHRfjAjs9tW8sRzBgTFbM4zyBQIZ5OtdkZm0ASbEAaR9nbDaZiRHfkrTN4ZY3p5Gv4GZK0BCXiw2JXpOvoTHOq+hcOodVlQ61X/sRBw3ZoaUCgToblBxM72Sa/2Be9w3kwN+kOzl52LRbQdUJO3nemG/d6hU8W4OpmJOio98FXwcfYd/YgYxV8CPNbwJ8YMqxzZk841+YlPsx1oB07ecIZerKa4qPFqtR7gPG9bB4jd4AmRXYT5U4rnMSSc9TQsm2wk8EHFhtnas9r6F7HG9m4b3a5HpaxH5UwUUGrJ2vYSqGnVlIAhp/85bGeFUG3w9o6blfGpkrxdwYjhKnoV9DfecpxWx09y0L4WF4RYei+UWul4ZNHdN079wS0IGjUw7La6fSca42fdqEOAnQSTgjcwidQsbu2PXVzN89uH34HUdxbbXZZ1GKYXQqKIB+ILYjZr4JifNrlKL70OJokalm/lsK/iVynp+8QvabOZSkB4hc4rKTnZ1p7FIY5HXU59SjERfrhbI9+f2S+jyw9uXlAGbf8fdgizmQoIXyny8c13OsDvRhtp4e5asMJW36gG7eiF56atyvJ0JcMEkX0VR5Pn2y+Hc2I86cyumlBktPRYUauiDxTbPnjdjNsOhCimMO0tfaqaLZUe/bIPlXiLAiIsEbzEEiN+UoFMQuZ9G75mOIpskVBGWBAzUqW4gpa/HyTnSyuu1GcG1ijo8o7aEHzTjO00D2EPuv4FNpH7llpivGoQk5yAKDW8M/A5GmcVB+j7I0d6ZEQrfcXPZXTUGOppA2cn059JTQ0Uki6MZgzL1aqLlwDoPPSUDIKqgOxm1GAgI8WoNd0Eut1bojZBqC7Jco+YZHRjxcjwp7GY7eguD8F2maVo7ZhvySxpPd5+GDj3ctHnrZMW5SVobOiIMRp4yXf9ytXYZBuz/F8IIRQmntgBllcOlbSjiD9TrMlNet5S3Y+WKrg6tT/QIKnIojHyBzKHlYMNVPapm/9uCeiubeuh6gZe7l/gQSVt7/32N/gDFSZdqJg8F1mwNdI1QNy2c0DlX4zc25QbOJiUIho8RdD3lQz6iKtmb5AoFcuBByvm4/YEm9SXr2PVG6cm5Oo8K1B4izTVh0cugcFWJAd9lmcuDY02p11UUCQkMD4VeJpKGqHH/pzKnDGRplEt8fEGYFMHhGZ1QmpdVopyrqhEnIhmJQx0MKFfjoAx3w+asiafFgwGfJGgKFHJy4w4t/iefN/VN8w87QmUBjfjzN20uo4h5y06x43J1xZI7F5Muy3zsrK0LIbYXwZTSF1oZZoZYUtJADawrMmaGkwmCFZMv90Ikt4KLemd0J7wRQNYqfTBWyaMsTljIKgvzT0LMU5MdHAB18bGHJQy/0FHghPHJ62Z3lRn/k4UcVfVHZ3Jy7sZpnlMeouI+fpRSNJnL6XNTm6d0rc5QM2uS1xeRbrkPcMne+hApirHHdB+5nnHg6qld/coS5ay6Pm7Uf2Hz5xu9AuNhpGWsVZ3Ukjg9lZbJjgF0U8rXS8UoyGiA8Cs4nf6l8baL83/Mk5YTRqsTYNWpgi6vH/Gr/ANmlUwmE/p4g8NcfZ4qtHYCbP5ZosBkUKHr+Vjd6qjpgZRoIWxNjKy+BEjkH5PbFc8aXJD1pa/isdKoa+XaDIKO+0RbWfgUr2J3HB5ghYAhcv+3nC7lPFoUyai8jTUrGB/UEiV2okAumzyTSF9sQOi1uDmSZszEWfgXSTBi6G6JpHaVYJhjVmiFaeQir8Wo+NboyCjJWEJODi+XO/1A4Lp3YjvwNo1JXPZm6Nfiy2lvT2vJaMwI+B9IQASHgHyEHybeQI0pi/JkaZnX+2WU7izP70PGqi26NDaIyIEBZ6VMgihOxGqxVMFtGq7ngsZyzbgDgUQcq8nStZc9QO9k8/PTNaI55JDvYBhu6znf0gPPAGZRqYq63l6ZI1GU66pXWjxbolCBOwhEvKOr+Fpr+aqWqw0E02kqf/as1L4Nubel2r8RFyieMG7DRUXiSydmj0QtDvSm0c+hkOIGggOJ7+w80WRv1KW3CeTt3H3h+0SudDArGgx8AQa1EtI7U62WtRMOCtxteTQ/FLblYkemWM15D6i067XNxEf4IoLJJxRBv90lGz1Ya7dc+yNqMt+l8WCuHIYympXzhg9/Z/3j3aBtnzlC9jsVRhZ+5QYXpdyXUdAfEqkHplwu/7utBFZQiMbcbZaylenuN4jtCTC0smvgch66A/E/jdUs7wVX9rVljG/bkA9mplMtILwrlXEKkuYo/YlAbiAj8w7mtMXvEibn/X88KG4Jrv/3nxKsgaHEbG4J+o68zmYq9pPNokQBU+g54zahAqeTD8TtF3erLBVJ3++QBeghP/zTJBLPxcN/OR3pzpaZlTnN6eVNe6am/LZf5AKkZs9nrXSgdz+MnJD75wAvdPS+Z1R6griJe86zpREPpKcc3qsXxh0oTu570zjmTBEt0gyLtv/l9DK39GLSDWLJZpeUEBFyALssQ58+/8rc1XC3+OBZG6FkdsMNC+KFhTFs+vn6k6jIyEpUMdoiFIIsy1XFn2r1a3CU8H254afd+Q3AmxvrsbfTKF5ebTvGUIjp3eD4uW80kSJphoKFunER2pi4S1UDCgl+ZP9agNHKoPa40As1WK2gAgY+dkR/cBOvEVPao4A15h/V1njcDhup8IEJvEAHfhbRMJ853zqosx0O0NEKR7CyLxMi22SFhb/gVPV7heeNJFX4WlJMs85meyknzUVVxcr5nTLZRj1GK2JP8VOr1Q0KplWRtfKbnbiZpr7qHgptK+PKhOs0nDZxnMkRiZwNkFq7ow74Fr68QhQATPuECGCUYb78OUSSRJTVID9Ty+X04wxVQPLAeSYUH6QHiAOeqko0dS9p1u5ICZ31k0beWtpHepERajBbTxK5/KJFUZto0+X8W3M9PFh8rCX3e336LlabuKW9znoGZW93IRAWFf7+ahhpAy6FikVul2I2Hr/z+M2MCZ/+y5KEVjQjOoVBpFOj2GD9UEUccndqM0zdWpVL9avyN7YBKRYlsKjwUXeRwt+9Y0GQK+O1iHsPnFALdz9il13mXdZIerm1xC48J8eMVZj/KpRIP7SqUlx5wv00xzVjb8y4xmnnkA+SbU9yP3MrjxBmB1vU1jX0lO4LUs3ioNGHUNUq9z8VGAKZz1aPzZIoszMVZvAveplrQ83feqyprhXqzqkz1LV2kM/1bK7K76KrumV5V5R2NjVd9srtsg7suGNH16WM3TuiwoXq/P+0rrf/Npkh/anRIxx3H5Rq//igooH07AOhly141nT2PZhCPa4AgdijEPoxDxQDhp6z/SHJIta8vr3vohOILNMgagSlVY9FrIKarh0DcdEkPaJvQ6edZ1QtWPHk/9YAUgxzmBo6qZDnqW8Mh1nDpVArQ/orO31ik0SXDxqzE844lBz9WrqZoKWztcap4GqnPmylXKrIYE/C+4ep893uv1x+1sLUfwewLn+PnHtET314xTvzHa8juQlHf6NOKaxDuL8GHYBX1+hGUOgxUEbxEhxivURLwZBVkSriQSSwA7+TvGdcw2FwAzGe/RNbn1foEuV8D8MCF0NL4L0SKDCTe5u8qMIy2NLZe0aJNB6AhlMPM/2MNKHhUbllWrgBPXEVMiCtUdmeLkSpuKI//e9DlFXXG9Std8MkKRqSy6iQYBRXToUTzWpPEU7ZzAyTMPCeyTw5iqARB2Dakb9lwxSeOabdbqhSilhAp9e+FCJ+PPgvXNac43GwKAT5UGAnV1gD7eyTP2WLBbqQ9H6we9GhcI5YclB0j0q4nypbHSdEB0BOsTHG3Ro8/2X+JcOldYXzYobua85hHYsmNjaVcf0hLuaGnAPl5SvPzbf9GAJWjr2RB8puoGFGrchM+0nt5cmo+e5UWWhvwdY4rCsArvBbkBPNrh5uQKlHDy5CZhXAxSt54i138+odEhkXFtSwHkaZb2Pk5K8w5L4zF871xOJU5J9Dn211I5PD1SVKri27FyJb3qsj2QTmYvWYS9lK9xHsOwk5zeLQ7vNadgkl4IPAABfmjMYRVcug9o5JR76tvK/RPRcBZD2C/KNNIGF/b4ijrnX4YeqzqZZMNHxnvXLiH3OFZi24axddpjCmXlc+x/eMIPzvF/cii1NiMcgElR/B4veZbzBDW27KvwDNvEJ61c24+qGvGZJObi52n9azX1++Q8Miuzf9ZSe5iymOS7C2awk+D53LtoaJyyGYrx74Nr6n/zGL1qzG5AO6aNYIIXEChJdJVPsCjfvfZEIMlD+A2HAWKf1ZDt+dqbTG1uYYyDKDyhYT+KtOOiL6a14+S1RrXvZu2NAt23EyFz/rIDFW1f+FxyVxDHPVzIN2nwEd3swwvYR6jDoJLW0ksT1ah03wZJ+l204C3gDMG5af6Bhk5nUEWZRCyb/a3hMh5/JnaRXxupg2AGY2zkRMBNhUBcUcvM6ydwaOk8gElPzrkjByUEY6JnhTwsKepLW5HlFZPnUXDRfiZutw5vZVfMVgMruxvcv4tJn7WmxkdENXbiMHiL29p3xonXMAzZYL0c1RFJTrGsYnJx8HUjEzRnIr/s/05jExpR5t3EFRumwSTU0gLt3YsM8H+GOwNUtdlFsFn6WpXbGhVKb2qByI6DW7UXXg2ifjLy325Fu7u491NVb0ynbcCMp2SjoOEhUVCLmUARJ4e96FSeUXdjVxveKXaQt3Ji88BH9suy+yhtD8mpDXLW2bjFWCBiishBt5FV7UfMWLN7yp2C46GAZC9jU2gjuVeRIKArhXh5K89zj6w31/UbiE2R0bVvcI3kLxB0vjVZo5/GwsImNnO6iIAOoBLjSGrbFUF3t9Pp15IsQ8Zw8mD4q5CGEmGS1z43ZJ1ezBCPJDbeMHbIiD3guFoiFz0dgho3pm+VBHg+2sPPCW/bIZuAnzd+0iMquH4xxREfeMtmLed8irw2BOKaZK6mjNng2gXxxcinnQnaHAWqE4ozYpll6ivQNjq6er/AbCHW6k7BSiBM1v1FsGAvfk3dlCNAmVXrHqTDzuOWTjH6zfNABIHJzA8ltXHU6KBuwJY/S+vj4RHwbTofV8pmI6hqDRn47vRNCjq8ItQ+0fi78t3QDOfGIcH2QXP3Csb2oWQtNa1dwXytgP7nAekPUSmDr1nulZVYMiMljeah58YL5+vlqOJvCV6fFQt4UINhlGr6cy8yE0w+47BLoAKYcyqKiOc594e3yzPSz+j+vrRVPDYJcZq3gK/LEK+mBtjd9UD+AmM/geitFu1dZp5Xt/fqB4THA5YyQR0EUWI2KRSDNmyCmY5jhFGnef4T5JUtlwnciO9p+SWHj1o/74YaBaHdjJXp/6em6q0GzQgGuJK6eHtS+mkynS86W/wKOlE3bLdu9RHTvBo52wGQGt7xFXhErdLnjTqWiAW3l7bOZ6g/9TO+bUeRug9K6fDfYJpWUnCCIvoSimxKwpDlC5F8V8+KnmsbJnZRq7Gm4LkAQec/FQJiXF+NgTNaL4G7cPTB89SoX8YSB6QIwJuxDdgQooYqakCGvNrQRyxt32234xsTgEk8G2yP5o6pa9okMl7YCK0oz8/xwlPeyKp3hvEAyH92Jv5QyuW1lD9Ahcm+NyEFYmO0sQZTgZjBLnhITNEQuYqn1pR1I7rOlJiK4O+66VzR9YGrFyKIBGDsRMWSGP2OGun40rRNO0w7lAgFaqVo0cSJBrii0E5DV77vVh95t6jzW0JRFa5dMfnAaOCKBr4Ws29l+hQrSsc7zAUFuXBmk0z5RlGI5BoPxvyyx2kzClzG1mUMmU9+Qqk0jTLRMZxn3XAjoHsKqnfnQ83khNl5UyLVS0uBwSu3pJgOjBx3NpQ4hGYNsBrpEGS9ABVr0Fpj9RUejpRhnId2FPpAyMWSKhuxHlYHx/NdGK1z6tbCB2rysEECUVfo8QPYAFI3191/XDxLewQgdzK8nEoZZvjh70gK3yHEHz8PwdGkf0MptznwL3M4PkG0GAyIYHDqEmKloifpGKx7rZqYtd5ylfHXUeigXH2sBBfjCyyTstyMgJbpoJoguUyiJxNFUnsfmeBZPxXGCRRkvSUhtrqPNpPMjyt+oiGngHsyN0+SDSc/bTXokmnchjPBDxjuL5LmOj+i1jmlpqJheSYNqq4uRmRLDTzCc1mbPAoeKz9yrZqIAC7ZLEvNDOa0ex8kVC9FAH50BCwRLxgyWQC7quXEVShvEH8hvrJnscKBAPmk9EvZY1X4HkiZL24ez6XonbNhlebZZ7cvzxvOiQb7L1ANoBX/vubhg628oZ/WCdgdDCtE42FUry06jaS4L6IejetdnzZqF/r6KwuiNfzWaCMz8jOV0Ge9i9btoWEhrf8x7XQGuyUkyOS0eT206MOrTbC5PdooPhGmqwG41xF5nTGbTSTVB6HklnDONKSxlHxJV9CBLyb4GrR0wUpQYtWmbGCUSt2qV6GSFaraLoMvbPnYzdC6uV3Vl7qf4iJggZAA/o=","signing_backend":"openssl","standard":"FIPS 205","status":"signed"}},"timestamp":"2026-08-07T15:10:49Z","tree_size":16,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"b951669023cfc53523895f90194a39cd0b823a3842ccc5824eecf28ed3478173","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"112ac02511e6670eab93be9d86c0fdb634e9bcd0a870bc9c6dada7e1fc179ae6","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"YAtolKL4tNdE1zYmqAufi70uqNzP7f40+yn9anLwqOzyauJAmIBPO9nqLPA1xdATzp8nci+BqVtldg0D1YQ0Bw==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"44/44","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":13,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"},"slh_dsa":{"mode":"deterministic","parameter_set":"SLH-DSA-SHA2-128s","payload_digest_sha256":"112ac02511e6670eab93be9d86c0fdb634e9bcd0a870bc9c6dada7e1fc179ae6","public_key_fingerprint_sha256":"d92a8b6069f6ccb7f953a6fd35f34a11877549d431dde782491e04adf0b5191a","scheme":"openssl-slh-dsa-sha2-128s","signature_base64":"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","signing_backend":"openssl","standard":"FIPS 205","status":"signed"}},"timestamp":"2026-08-07T15:10:50Z","tree_size":17,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"0a490289347d5414440073df8ebf0511e00413fb8bffb80d9f559630b0d78347","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"6018b7e32970be7443bd53dccae5ef48821b1ea3e7d818a9b825d7487c87dfe6","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"owYw4dWf1nJB59oC6pKnS7q9oIni6sqnernN26WaEtlmQc0jlJBgmp5sMkpchyowVLvVKV+KxpoTM+EZ4kAjBg==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"44/44","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":13,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"},"slh_dsa":{"mode":"deterministic","parameter_set":"SLH-DSA-SHA2-128s","payload_digest_sha256":"6018b7e32970be7443bd53dccae5ef48821b1ea3e7d818a9b825d7487c87dfe6","public_key_fingerprint_sha256":"d92a8b6069f6ccb7f953a6fd35f34a11877549d431dde782491e04adf0b5191a","scheme":"openssl-slh-dsa-sha2-128s","signature_base64":"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","signing_backend":"openssl","standard":"FIPS 205","status":"signed"}},"timestamp":"2026-08-07T15:10:51Z","tree_size":18,"type":"pacta.transparency.signed_tree_head.v1"}
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{"hash_algorithm":"RFC9162_SHA256","log_id":"205e4c389cb143e08f0d2d58bdc8e425e47e3cbe7f2108cc58bbe835d2cc41d7","root_hash":"7ee239406890cf4ad59cc83ac3faa3d5cc48b29202159ee8c25bffd9737d32d8","schema_version":1,"signatures":{"ed25519":{"payload_digest_sha256":"17b3343429fea975478e490c4e1bee91af777478246da8f7020411825a576fcf","public_key_fingerprint_sha256":"874c8a008a607021528b2493fa1caf059f9d5c123d29193dfabc09a6d1e7a56a","scheme":"openssl-ed25519","signature_base64":"22sH3zEgUerjNeXAPIH/TBnnfEawDF+2mFUK20aEyXZ1y8yAayS+NqTOnSTKnfsLzEM8wSBq0At6xQB+cLaFAA==","signing_backend":"verified-dalek-serial","signing_provenance":{"self_inclusion":"verified","signing_backend":"verified-dalek-serial","signing_library_certificates_proven":"44/44","signing_library_component":"dalek-ed25519-verified","signing_library_leaf_index":13,"signing_library_source_commit":"aa0f6abc327ba2a54a534b21608ca8996cf73682"},"status":"signed"},"ml_dsa":{"reason":"A backend appears available, but no ML-DSA signing key was configured for this log.","scheme":"ML-DSA-65","standard":"FIPS 204","status":"not_configured"},"slh_dsa":{"mode":"deterministic","parameter_set":"SLH-DSA-SHA2-128s","payload_digest_sha256":"17b3343429fea975478e490c4e1bee91af777478246da8f7020411825a576fcf","public_key_fingerprint_sha256":"d92a8b6069f6ccb7f953a6fd35f34a11877549d431dde782491e04adf0b5191a","scheme":"openssl-slh-dsa-sha2-128s","signature_base64":"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","signing_backend":"openssl","standard":"FIPS 205","status":"signed"}},"timestamp":"2026-08-07T15:10:52Z","tree_size":19,"type":"pacta.transparency.signed_tree_head.v1"}
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