Transaction

Success
Hash
7E588766E0E2ECCD1A74C09D8B24E20C89E323A3CF724725E7B57BB4D446EE30
Block
Time
417d ago
Gas
414,126 / 455,538
90.9% used
Fee
0.455538 OPT
Memo
hermes 1.12.0 (https://hermes.informal.systems)

Messages (2)

/ibc.core.client.v1.MsgUpdateClient#0
{
  "signer": "optio13zj88zcylclhevtsztx0kdgf9a5zyskt4utffh",
  "clientId": "07-tendermint-0",
  "clientMessage": {
    "value": "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",
    "typeUrl": "/ibc.lightclients.tendermint.v1.Header"
  }
}
/ibc.core.channel.v1.MsgChannelOpenAck#1
{
  "portId": "transfer",
  "signer": "optio13zj88zcylclhevtsztx0kdgf9a5zyskt4utffh",
  "proofTry": "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",
  "channelId": "channel-0",
  "proofHeight": {
    "revisionHeight": "32677327",
    "revisionNumber": "1"
  },
  "counterpartyVersion": "ics20-1",
  "counterpartyChannelId": "channel-101132"
}

Raw log