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.

“Adobe Acrobat Reader has always been a reliable name in my mind since the first time I started using it 18 years ago”

Checks (re-run on this request)

Proof data

Record hash (SHA-256)
828fd212fef0237eb939ebc70f6b5b90217bd4d47867cfd2f0376dbafa06f531
Signature (Ed25519, base64)
KxbQcmiJeLZGnGfyaQSZ9D2cg8n44804fu9tSP4aqRRrGxDUtdWH0aArdYgBeBq9H8RTi4n2NAyIvMq2e0AuCA==
Merkle root
f8b4f722de05d6805a889681c3818dbde0f5141f0c8463f2762c4a9a02d66a2e
Merkle path
["828dddd52b7be4ab401cccba10f45ca1d1cc2755b46544d6d0d24bc96b6b9977","ed7311d543dd583c43111a7fe636bdf208ee97095e2ffc50a6e367d1f5d7f0af","a18a40c618dc242db4355019aadd69e1c7bc0cc01fd37eed6b4457d8456de6f2","89080cf1cf06cd9df95aeee7d22af16dd551457a86a871073f8b5a6399fdbf2d","d676dcefbb9b825dcaa49ec0f47b61af4da12b73c61349ec4ee0a3a5f01ca840","3fc3cfef81f07bd76c3d9fe6db8a711e687ab8d20f4187a3ec186ef20689019a","7f784cc0db9c20278eb3ba20a3e999dd84768c197082e5787c9ea605f8b809ae","558f0f8f62c405f12722b999c72bdc821fe1f80257322d564e0e61fa6538ee87","1e8b7d30fb42c1b00e8e729099438c1fcb5d67bdf75f82768745fd5ad847242e","0495cbd87e0e70792cc5a573b18af19f6bc45244116b867914f08c90f4afc860","2f7b6534fbaf9a532abf95dbfbf9e07b8bfa80c15d974d8a8f8d6c0c8fa8b118","c21415f0173a55c5c3a27a51a545b8683d7000a959abc7bada3e12e8f98d8682","8268e755b762bada765e8e291a19b3cbde03b3f280d9dbaff898a9eff2afda2b","d5d0d1ff272e71289363999b30e05e232e422b6802e1ac3145abd5303dfd3ccf","1d6688e1c2658422e04ab99dfb5c8345ecb419dd1f8c6994b4040572f5b4ee4d"]
Anchored
2026-08-20
Public log entry
search.sigstore.dev, log index 2524422814 · entry 108e9186e8c5677a9741…
Expected log hash
e042bf60ab37eb8951abb7a408cc8c7483ec875b9606253deec7a67967130ae2 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":"v1787192294432","kind":"published-quote","locale":"en","page":"theme:acrobat/durability/en","quote":"Adobe Acrobat Reader has always been a reliable name in my mind since the first time I started using it 18 years ago","rating":5,"review_date":"2026-02-04","source":"Apple App Store","source_url":"https://apps.apple.com/se/app/id469337564?see-all=reviews","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 (f8b4f722de05…), 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.