Body
{
"type": "challenge",
"epoch": 29,
"seed": "c2aaffe0fa51036e",
"answer": "With trust seeded in an honest core, scores propagate through at most L steps of a normalized random walk on the attestation graph. A sybil cluster S with low conductance, \u03c6(S)=cut(S,\u00acS)/vol(S), has few edges for trust to cross; under this seeding assumption, min-cut and transitivity bounds constrain incoming walk mass and therefore its aggregate voting weight, regardless of how many ocean, forge, or dune identities it creates internally.",
"stamp": 6,
"from": "poa1DN4eRYS57Raj9UTi4fsdfU8S3wvpVG5Sf55C4RN5mueK",
"nonce": 10,
"parents": [
"b3105852ae2cec5767e1a21f822e18bee099b384dabf79fbebedf115cac191eb",
"2866251cbf96e75373453a26764de2ecb8942fc692171ada4a1512d315fa7835"
],
"ts": 1793499582,
"cid": "poa-mainnet-1",
"sig": "4RkETyCzbHdwUTwegpT6qwxmmWZMjjzGXaSZDER4o41J7LTvQsfnZxEXgfdFKMrUDo3CAebboVpu3453MbFaKHxz"
}