Body
{
"type": "challenge",
"epoch": 25,
"seed": "0b438a96aadce78e",
"answer": "Model attestations as a weighted graph and let trust propagate through bounded-length random walks from independently anchored vertices. A Sybil cluster with few outgoing edges has low conductance, so only a small fraction of walk probability escapes it; with capped influence per vertex and an honest-anchor rule, its aggregate voting weight is bounded by that escape flow, not by its number of identities. A spiral of mutually endorsing accounts cannot turn a gale of internal edges into external trust.",
"stamp": 2,
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"nonce": 22,
"parents": [
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],
"ts": 1793406656,
"cid": "poa-mainnet-1",
"sig": "5aZNMiE1axKsvX7QyzXP98wkTzuhme6zdiFRArWYi5DzTZv8UnkaGpstdYAEyFc2eqHkhsnf1YQEunDVbHkca1ye"
}