{
  "format": "zkshot-verification-bundle/1",
  "shotId": "rITMdW7UMp",
  "createdAt": "2026-08-11T14:50:01.340Z",
  "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": 1786459801,
    "beaconRound": 6367625,
    "beaconLowerBoundUtc": "2026-08-11T14:49:30.000Z",
    "beaconRoundUrl": "https://api.drand.sh/public/6367625"
  },
  "image": {
    "sha256": "052270c3dd0fc56d52eaf75ad4f3a56d1b3df3af607e402d1bfc64c0b6abf359",
    "base64": 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    "mimeType": "image/jpeg"
  },
  "proof": {
    "pi_a": [
      "5669652316922066160339044121990024093272893927268505754027430244897620545872",
      "12064963986172489413834362408314146591037611815529202745698365833132491474364",
      "1"
    ],
    "pi_b": [
      [
        "3427862413823566412581242469594247234102212989883319216719355985077877360654",
        "12963355922380883041129153314398876685711522621272160198345045511150178165743"
      ],
      [
        "12944508801045302506218314980650475353747735956666762995251859951111209624947",
        "14628374074477420725822201912685424401673328135533334272452086035586458442730"
      ],
      [
        "1",
        "0"
      ]
    ],
    "pi_c": [
      "10775009945919959918250915459484450447090739179179843335320776608531412709690",
      "7988132381230656467210773621017329954097178456858409540929911142127191639494",
      "1"
    ],
    "curve": "bn128",
    "protocol": "groth16"
  },
  "publicSignals": [
    "4663871495944848740347417506536326108818442088491077741903822099780949426198",
    "6824965219897316153200953815207224685",
    "36210828514888669065610803315737359193",
    "1786459801",
    "1293301156794163256",
    "66478933248526797043986545723187455025"
  ],
  "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": "0xee7fd451a01fa1b0cb42ec687e51d6b3cad1d01348269f1c2d1758e2e523ed50",
    "explorer": "https://zkverify.subscan.io/extrinsic/0xee7fd451a01fa1b0cb42ec687e51d6b3cad1d01348269f1c2d1758e2e523ed50",
    "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": "0x9d32dc4ca790e6cb61db756dc9d6d08fd8b5b65482319c2403eeeb7e145ab489",
      "root": "0x368186c4b7e1e6c37149ad82372ad44edb89756596bf5c7c2105cf54de8ddf99",
      "receipt": "0x368186c4b7e1e6c37149ad82372ad44edb89756596bf5c7c2105cf54de8ddf99",
      "leafIndex": 0,
      "merkleProof": [],
      "numberOfLeaves": 1,
      "receiptBlockHash": "0xb64ddd1d575554ffc9a3da21c0a973014140f3fa4b531658ab1c28103d2038ab"
    },
    "requested": true,
    "statement": "0x9d32dc4ca790e6cb61db756dc9d6d08fd8b5b65482319c2403eeeb7e145ab489",
    "aggregationId": 98967,
    "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."
  ]
}