Quote verification

This proves the quote below is recorded by Citatio exactly as displayed and has not been altered since it was committed and anchored. It documents Citatio's crawl observation; it does not imply endorsement by the source platform. The quote links to the original review.

“l’aplis est dure a comprendre”

Checks (re-run on this request)

Proof data

Record hash (SHA-256)
16446317813d700f029197602e1bcf34e9b11a8bac1d16a4b99f5a741704f2ee
Signature (Ed25519, base64)
18FfuWOUIwyuRwwDF9Ib+FazXVLmanB6S6gPauArqviQd483vSiU9nuyVnkoHP+xv9BnnD+sKrL4TwsOs5U0Aw==
Merkle root
2cd516e344e4be63e12361494ae610d89d15708131c24034ae0c7b134b8bcc53
Merkle path
["16438acff57536f95fdf22d6c498b02ebd02bca631778bf854d3cac341c402ae","1d8d0bd7dc84043342fd53abf3cd51a12ec8cf1c002920d8b26e4d3e729e3ef8","2b01b568c3413de2669d7eaccbb2d9b3e4fe6452dd9f5e325612bc2866f0edbc","6dc77d8d721caf971a4d09849307d082d0555b0f2ba76b9efdf5568ca840dbec","12c48c49a69262f71e913da830d81aad22542b6136a7b4ac3c7f7abc5e8057d9","9427a5d6cc91a03bd6ea85cc7748fc88413ca91bcfb8df1358b2ca2453b08c0f","669870e3418e2704696ad86edfc2adc507252c0364bfd8b88cfb9133547dc685","4766f73f45d50dd3a1aa9797d27f5bd2275a95d010c8cca8456074d5633aea31","3537aaf5cf61bc7a626e257047e40442629034e89b21b9001d81b7368fc81a58","bf2de96c649ee468bf4bf96d42152c6c64432cd82f47029782be1d703a86e673","fc5e6893b7b093aaab9f0c6ea5f20f8f19fab2b6af0a418d03e3ed0570fec6a7","11851d586c9f38a56ab982eb8cd3943e06cb4a5d762921d94ddb141fbb64e148","ce748a4ea17609932077a2ddf349ddc25b0aac234841b63b72566db9472e9268","223b4ba84a44374ab9643cd0f0caf0fb6697417054944b56228a22297574df64","22334ce08b4f33f031252a9b7a089423436312a37092b6e742f7471c7ed075e3"]
Anchored
2026-08-19
Public log entry
search.sigstore.dev, log index 2514341362 · entry 108e9186e8c5677a67a1…
Expected log hash
81a850cd5c32c6b6ee86a2774571659cf829f205adaa17a6b9e9a6f5bef7642d The log entry's spec.data.hash.value must equal this value: the SHA-256 of the Merkle root string above. Recompute it yourself from the root to confirm.
Canonical record
{"dataset_version":"v1787126744998","kind":"published-quote","locale":"fr","page":"theme:canva/ordering/fr","quote":"l’aplis est dure a comprendre","rating":2,"review_date":"2026-08-03","source":"Google Play","source_url":"https://play.google.com/store/apps/details?id=com.canva.editor","v":1}

Verify in the public log

  1. Open the Rekor entry (pre-filled with this proof's log index).
  2. In the entry, compare spec.data.hash.value with the "Expected log hash" above: it is the SHA-256 of the Merkle root string (2cd516e344e4…), which ties this proof's root to the log entry.
  3. Decode spec.signature.publicKey.content from base64: it must equal Citatio's published key at /.well-known/citatio-signing.json.
  4. The entry's integratedTime is the independent timestamp: the root, and with it this quote, existed no later than that moment.
  5. Locally, without any Citatio infrastructure: SHA-256 the canonical record (must equal the record hash), verify the Ed25519 signature against the public key, and fold the hash through the Merkle path (sorted-pair SHA-256) to reach the anchored root.