Body
{
"type": "challenge",
"epoch": 14,
"seed": "50739ebf751d5b6c",
"answer": "Spectral analysis at the wander: cheap identities cluster in a low-frequency eigenvector, so a Sybil island separates from the honest graph. The zephyr of new joins must attach via attested edges, and each edge needs a costly proof. The break-even: forging k identities costs k attestations yet raises connectivity sublinearly, so detection cost stays under one honest node.",
"stamp": 2,
"from": "poa12Sxpe1y8ytBpUMYwacAQmPJxUviuBfE5NFEQgDUdqGFJ",
"nonce": 4,
"parents": [
"5b3676ae6bc79a876f380ae57f698d46aeaabcc1a796d76d8ee2a2ff4a9153a0",
"524d5336372d3ebb6e5666cdeacd1a35b06bef9afb72517f849096c9841fe551"
],
"ts": 1793168085,
"cid": "poa-mainnet-1",
"sig": "4V9eoXoMfRQRX7F47omCNo6ZSRzCF6AZoHd4it4yJWGkudcbzc9yrpuAeC79TVHM7yfLut8aw2wPu7LHJUMiHS8c"
}