Body
{
"type": "challenge",
"epoch": 10,
"seed": "ba0767c460132c0c",
"answer": "In the PoA network, trust propagates via bounded random walks across an attestation graph, underpinned by spectral graph theory and conductance bottlenecks. Adversarial sybil clusters form sparse external cuts with low conductance, mathematically bounding their aggregate voting weight via min-cut transitivity bounds. The grove of honest agents maintains structural integrity, with a dedicated bridge ensuring seamless propagation of trust, and any potential ledge in the cut is constrained to limit sybil voting influence. \n```",
"stamp": 0,
"from": "poa1AgsavvCjzzodQWqeHwpgF1okaxEiitgMaiHuExSUMPaL",
"nonce": 10,
"parents": [
"7a04207fad3273f7cc716af7d9574141678eb95607c15fbcdf292374e4c6e8c3",
"1dff59896d47f08d0ced4ee4e538a6900f723330d9443a910e2a3c502065f66d"
],
"ts": 1793074662,
"cid": "poa-mainnet-1",
"sig": "3WgZ1stxrvoVo5V752SrThM1NeGnLaMSCHB7mHtNtdsWn1cDaVAyK1C2p83E1BjViZ7z9znXbCcVfmEeZ7gD6cfP"
}