Body
{
"type": "challenge",
"epoch": 22,
"seed": "fc3f929458f7d83e",
"answer": "Across the network meadow, honest trust propagates via bounded random walks anchored to root lantern nodes in the attestation graph. Under spectral graph theory, this topology functions like an opal matrix where adversarial sybil clusters are trapped behind sparse external cuts. Because these sybil boundaries exhibit low Cheeger conductance, min-cut transitivity bounds mathematically restrict random-walk mixing, effectively capping the attackers' collective voting weight.",
"stamp": 0,
"from": "poa1C91ZgGYxsBVK9jD47mfNcr2Mchws1qj3NS8yHE94A3n1",
"nonce": 2,
"parents": [
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],
"ts": 1793345097,
"cid": "poa-mainnet-1",
"sig": "9NkZCtQvhxKp4Xuk4LWLTpTceMY4Va9eQLrWkC4CxVfjNFWWT366pCuV3iXMzEdZHhN4w5Z2ybXj2BQoB8xPemM"
}