{
  "format": "zkshot-verification-bundle/1",
  "shotId": "gCN1Fv1HFg",
  "createdAt": "2026-08-12T04:52:49.400Z",
  "claims": {
    "note": "This bundle proves the image bytes were bound to the public inputs below by a groth16 proof. Timestamp and location are asserted by the capturing device, not attested. The beacon (if nonzero) proves the commitment was formed after the drand round's publish time.",
    "captureTimestampClaimed": 1786510362,
    "beaconRound": 6369311,
    "beaconLowerBoundUtc": "2026-08-12T04:52:30.000Z",
    "beaconRoundUrl": "https://api.drand.sh/public/6369311"
  },
  "image": {
    "sha256": "70814041daff5c45ad99b1db182ca6bffd2767a02812368fd27cfad947af1ed0",
    "base64": 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",
    "mimeType": "image/jpeg"
  },
  "proof": {
    "pi_a": [
      "2203119130121498911655659628208339298820745969328932944804250228505756482238",
      "6548331242519829884187990642919821808556095099705986983088300620941254329468",
      "1"
    ],
    "pi_b": [
      [
        "17299133297660420533374269642645290838029390431625217838127634198337304275405",
        "13126095044622359635184662217321710753666653806321482912095989254687543687756"
      ],
      [
        "15500666854236857464864272673538311513868608579908241917079938164877276481404",
        "6238901776109876518059977060119436286106012202662387587321428575829550083662"
      ],
      [
        "1",
        "0"
      ]
    ],
    "pi_c": [
      "16719800638633298163250466635770851672725972189662765364388910368713198361910",
      "7564163975602877133023842556420493389339034874569270215943701494195079557529",
      "1"
    ],
    "curve": "bn128",
    "protocol": "groth16"
  },
  "publicSignals": [
    "5377974133836588774858161991421513709976994143585309402815472023749114669782",
    "149544645114483211631501846491737925311",
    "336499284288163171244972174173319143120",
    "1786510362",
    "81987228202652608407",
    "143597586251260326311802735463712537737"
  ],
  "verificationKey": {
    "protocol": "groth16",
    "curve": "bn128",
    "nPublic": 6,
    "vk_alpha_1": [
      "20491192805390485299153009773594534940189261866228447918068658471970481763042",
      "9383485363053290200918347156157836566562967994039712273449902621266178545958",
      "1"
    ],
    "vk_beta_2": [
      [
        "6375614351688725206403948262868962793625744043794305715222011528459656738731",
        "4252822878758300859123897981450591353533073413197771768651442665752259397132"
      ],
      [
        "10505242626370262277552901082094356697409835680220590971873171140371331206856",
        "21847035105528745403288232691147584728191162732299865338377159692350059136679"
      ],
      [
        "1",
        "0"
      ]
    ],
    "vk_gamma_2": [
      [
        "10857046999023057135944570762232829481370756359578518086990519993285655852781",
        "11559732032986387107991004021392285783925812861821192530917403151452391805634"
      ],
      [
        "8495653923123431417604973247489272438418190587263600148770280649306958101930",
        "4082367875863433681332203403145435568316851327593401208105741076214120093531"
      ],
      [
        "1",
        "0"
      ]
    ],
    "vk_delta_2": [
      [
        "17031274106567439793561402413692542393972004558552359893884220833235967469728",
        "8028658666668443077301453768024078731440432940545450180364551221086562851524"
      ],
      [
        "13442684634415024042378789022736041881384432932353920382664244328371269738371",
        "5868547724397760926430193014436356854499283832600023835372485427536858082476"
      ],
      [
        "1",
        "0"
      ]
    ],
    "vk_alphabeta_12": [
      [
        [
          "2029413683389138792403550203267699914886160938906632433982220835551125967885",
          "21072700047562757817161031222997517981543347628379360635925549008442030252106"
        ],
        [
          "5940354580057074848093997050200682056184807770593307860589430076672439820312",
          "12156638873931618554171829126792193045421052652279363021382169897324752428276"
        ],
        [
          "7898200236362823042373859371574133993780991612861777490112507062703164551277",
          "7074218545237549455313236346927434013100842096812539264420499035217050630853"
        ]
      ],
      [
        [
          "7077479683546002997211712695946002074877511277312570035766170199895071832130",
          "10093483419865920389913245021038182291233451549023025229112148274109565435465"
        ],
        [
          "4595479056700221319381530156280926371456704509942304414423590385166031118820",
          "19831328484489333784475432780421641293929726139240675179672856274388269393268"
        ],
        [
          "11934129596455521040620786944827826205713621633706285934057045369193958244500",
          "8037395052364110730298837004334506829870972346962140206007064471173334027475"
        ]
      ]
    ],
    "IC": [
      [
        "538234212976024061068023460429670307718510733191253278543162864255317530408",
        "7863027927451136688604928972222288202708388604132367336124337081815499897333",
        "1"
      ],
      [
        "15972825395372173308777951300473537981949519828750609318240709023933708144200",
        "15000660450875448467518954621997771938173249637561577982152137245323806137532",
        "1"
      ],
      [
        "15539435128725649731663272795055941857802444086681401956492449925627077970996",
        "2519833069421340099510876153594409477111405533164462721648236271884530278816",
        "1"
      ],
      [
        "5888649058068071267473175537339910202464201639211954424680217557479393906830",
        "18403385874773929300985875726323412971600660439374024581476081062561367313224",
        "1"
      ],
      [
        "19695343934999539580600191691580665409833113474956330300293087313581043088086",
        "5545087753363853639921360266836141221333056754183964960702706758004247622947",
        "1"
      ],
      [
        "4381490492127391349369698512233775133677077322849294450499984639127890327947",
        "20433578805331330527960281894583115987918602936473392855444556160307631113760",
        "1"
      ],
      [
        "177466105792347465040309890732812226832543739055240298877378390721994591930",
        "9418886384780390766223557920535823157210077725793921128472704638244847630888",
        "1"
      ]
    ]
  },
  "circuitSource": "pragma circom 2.1.6;\n\ninclude \"poseidon.circom\";\n\n/*\n * zkShot capture-session attestation.\n *\n * Binds the SHA-256 of a captured JPEG (split into two 128-bit field\n * elements so each value stays below the BN254 scalar prime), a\n * client-asserted capture timestamp, and an optional client-asserted GPS\n * location to a private device fingerprint and a single-use session secret.\n *\n * location encoding (see src/lib/geo.ts; the circuit does NOT constrain\n * these bits — the layout is a client/display convention over an opaque\n * field element, so changing it needs no new trusted setup):\n *   0                                  → user did not share location\n *   accM<<61 + 2^60 + latE6<<30 + lonE6 → packed fixed-point coordinates,\n *     latE6 = round((lat+90)*1e6) ∈ [0, 180e6], lonE6 = round((lon+180)*1e6)\n *     ∈ [0, 360e6]; the 2^60 flag bit distinguishes real (0,0)-adjacent\n *     coordinates from \"not shared\"; accM (17 bits, v2 2026-08-11) is the\n *     device-reported accuracy radius in meters, 0 = not reported (all\n *     pre-v2 shots read as 0 here).\n *\n * beacon: first 128 bits of a drand round's randomness (src/lib/beacon.ts),\n * or 0 when no beacon was reachable at capture time. drand output is\n * unpredictable before its round is published, so a nonzero beacon proves\n * the commitment was formed AFTER that round's publish time — the proof's\n * only externally-anchored claim; timestamp and location stay client-asserted.\n *\n * publicSignals order emitted by snarkjs (outputs first, then public\n * inputs): [commitment, imageHashHi, imageHashLo, timestamp, location, beacon].\n * src/lib/hash.ts mirrors these indices — keep them in sync.\n */\ntemplate ZkShot() {\n    // public inputs\n    signal input imageHashHi;   // SHA-256(jpeg) bytes 0..15 as uint128\n    signal input imageHashLo;   // SHA-256(jpeg) bytes 16..31 as uint128\n    signal input timestamp;     // unix seconds, client-asserted\n    signal input location;      // packed lat/lon or 0, client-asserted\n    signal input beacon;        // 128-bit drand randomness prefix or 0\n\n    // private inputs\n    signal input deviceHash;    // 128-bit truncated SHA-256 of fingerprint string\n    signal input sessionSecret; // 248-bit nonce from crypto.getRandomValues\n\n    signal output commitment;\n\n    component h = Poseidon(7);\n    h.inputs[0] <== imageHashHi;\n    h.inputs[1] <== imageHashLo;\n    h.inputs[2] <== timestamp;\n    h.inputs[3] <== location;\n    h.inputs[4] <== beacon;\n    h.inputs[5] <== deviceHash;\n    h.inputs[6] <== sessionSecret;\n    commitment <== h.out;\n}\n\ncomponent main {public [imageHashHi, imageHashLo, timestamp, location, beacon]} = ZkShot();\n",
  "zkVerify": {
    "txHash": "0xc5404331be29000741bede407ae43f34d444253dbfe12ca8d33d0aae76e5b564",
    "explorer": "https://zkverify.subscan.io/extrinsic/0xc5404331be29000741bede407ae43f34d444253dbfe12ca8d33d0aae76e5b564",
    "vkHash": "0xe3ecc1bf2c223e4a8ccb958623f70db3f3546db4d5501d854540d540b83ab93e"
  },
  "baseAnchor": {
    "note": "zkVerify aggregates proofs into a Merkle root published on Base. Check membership with verifyProofAggregation(domainId, aggregationId, leaf, merklePath, leafCount, index) — leaf = statement, merklePath/leafCount/index from details.",
    "chainId": 8453,
    "domainId": 2,
    "contract": "0xCb47A3C3B9Eb2E549a3F2EA4729De28CafbB2b69",
    "details": {
      "leaf": "0x3e55eb40ffccdfba683eda0a7941b6faf2e67e4ddaf7cc3561c69532b2ed4dcb",
      "root": "0x83dfe5f5e05d618dbe5b33c1dc75c925f42827d4d42c6be2ade49c6b5238274e",
      "receipt": "0x83dfe5f5e05d618dbe5b33c1dc75c925f42827d4d42c6be2ade49c6b5238274e",
      "leafIndex": 0,
      "merkleProof": [],
      "numberOfLeaves": 1,
      "receiptBlockHash": "0x517346fe558251b8b92f8114aba5b7bf48374ed6b37e221116341f1c57c9c84f"
    },
    "requested": true,
    "statement": "0x3e55eb40ffccdfba683eda0a7941b6faf2e67e4ddaf7cc3561c69532b2ed4dcb",
    "aggregationId": 99261,
    "anchoredOnBase": true
  },
  "howToVerify": [
    "1. Decode image.base64 to a file; check its SHA-256 equals image.sha256.",
    "2. Check publicSignals[1] and [2] equal the top and bottom 128 bits of that SHA-256 (as decimal).",
    "3. Save proof, publicSignals, and verificationKey to JSON files, then run: npx snarkjs groth16 verify vkey.json public.json proof.json",
    "4. Optional: fetch claims.beaconRoundUrl and check the first 128 bits of its randomness equal publicSignals[5] — the round's publish time is then a proven lower bound on when the commitment was formed.",
    "5. Optional: confirm the proof was also verified on-chain at zkVerify.txHash."
  ]
}